Production Note Cornell University Library pro- duced this volume to replace the irreparably deteriorated original. It was scanned using Xerox soft- ware and equipment at 600 dots per inch resolution and com- pressed prior to storage using CCITT Group 4 compression. The digital data were used to create Cornell's replacement volume on paper that meets the ANSI Stand- ard Z39.48-1984. The production of this volume was supported in part by the Commission on Pres- ervation and Access and the Xerox Corporation. Digital file copy- right by Cornell University Library 1991.RUDIMENTARY PAPERS ON THE ART OF CONSTRUCTING AND REPAIRING COMMON ROADS. CONTAINING I.—A SURVEY OF THE METROPOLITAN ROADS, BY S. HUGHES, C.E. II.—THE ART OF CONSTRUCTING COMMON ROADS, BY HENRY LAW, C.E. III.—REMARKS ON THE MAINTENANCE OF MACADAMISED ROADS, BY FIELD-MARSHAL SIR J. F. BURGOYNE, Bart., G.C.B., Royal Engineers, Etc. Etc. TOGETHER WITH A NOTE ON THE TRUE CAUSES OF THE APPARENT FAILURE OF MACADAMISED ROADS IN CERTAIN LOCALITIES, BY ROBERT MALLET, C.E. Jtutrijj (Ibitton, foiijj ^bbitiona, LONDON: VIRTUE AND CO., 26, IVY LANE. NEW YORK: VIRTUE AND YORSTON. 1868.PREFACE. The “General Survey of the Chief Metropolitan Roads,” with which this Treatise commences, is from the pen of Mr. S. Hughes, C.E. It is valuable to the student whose future and principal career is to be that of a Road Constructor, as affording him the par- ticulars of a number of examples of high roads, each of which in its day of formation was characteristic of perhaps the best results that Road Engineering had then attained. In the British Islands, however, Road-making was undoubtedly in a very backward state previous to the tiiicie of Telford; and to the fine examples in practice and the stimulus given by his great Holyhead Road, and by the Highland roads and bridges, was due in great degree the marked improvement that charac- terised our roads at the commencement of the present century. This General Survey is followed by the Treatise of Mr. Law, in which the scientific principles upon which lines of roads should be set out or determined, and those which fix the art of their construction and repair, together with those details of practice which experience has best sanctioned, are set forth with lucid c brevity. The third part consists of the “Remarks on the Maintenance of Macadamised Roads,” written by Colonel, now Field-Marshal Sir John F. Burgoyne, Bart., R.E., when Chairman of the Board of Works in Ireland.VI PREFACE. The vast extension of roads made in that country while Sir John Burgoyne filled that office, afforded him great opportunities for observation, and his re- marks are deemed highly valuable by Engineers of Hoads. The late Mr. John Weale solicited and obtained his sanction as author, therefore, to reprint verbatim the “ Reports,” or “ Instructions,” in which they originally appeared, as a useful conclusion to this “ Elementary Treatise on the Formation and Maintenance of Common Roads,” which yet continue, and always must remain, one of the most important means of intercommunication in all countries. Sir John Burgoyne, with his usual courtesy, gave his permission for their reappearance, adding in his note, that “ nothing could be more glar- ing, up to that day, than the barbarous, expensive, and discreditable system of repair of Macadamised roads in and about London, and that the object of these Reports was to show how the evil might be remedied.” There is still room for very great improvement in the laying and repair of the Macadamised streets and roads of the Metropolis, although the practice has of date years in some respects improved. The admirable practice of Paris, where, with far worse material than is at our command, the results attained are so much better, should be in part our school and example. We have tardily adopted from thence the steam road-roller; let its use be extended, and let us also adopt the admirable methods of cleansing, watering, and repairing of the French. Robert Mallet. June, 1866.CONTENTS. General Survey of the Principal Metropolitan Hoads. By S. Hughes, C.E............................................... Rudiments of the Art of Constructing Common Roads. By H. Law, C.E. Chapter I. The Exploration of Roads . . . * «* * II. On the Section of Roads ...... III. On the Construction of Roads . . . • . IV. On Repairing and Improving Existing Roads . V. On Hedges and Fences............................ VI. On Paved Roads and Streets ..... VII. On taking out Quantities for Estimates . . . . VIII. Professor Mahan’s Elementary Essay on Road-Making. Remarks on the Maintenance of Macadamised Roads. By Gen. Sir John F. Burgoyne, Bart., &c., &c., &c. • • . Note on the Causes of apparent Failure of Macadamising in certain Cases. By Robert Mallet, M.A., F.R.S., C.E. Page 3 45 80 92 104 115 118 124 130 159 193 AGENERAL SURVEY OP THE PRINCIPAL METROPOLITAN ROADS. With the view of arriving at some principles to guide us in the laying out of roads in new districts of country, I am not aware that any more instructive study could be pointed out, than a brief survey of the physical features and geo- graphical conditions which characterise the lines of the present great roacjs leading from the metropolis to various parts of the kingdom. It may be objected to this, that there are few districts which present any striking resemblance to the country sur- rounding the metropolis • and that, consequently, rules laid down as applicable to the construction of roads in this part of England, would fail in their application to other districts, and to distant countries. It may also be objected that, with the exception of those designed by the Romans, the roads of this country were not the work of any set of people possessing superior wisdom and resources to the native inhabitants, but were, in fact, gradually contrived and executed by the natives themselves, during a long course of centuries, whilst they were gradually emerging from barbarism; and were continued and improved, step by step, in proportion to the increase of our towns, the spread of our commerce, and the advancement of our intellectual resources. Tins latter fact would certainly lead to the conclusion that our rqads, instead of being traced with reference to the physical features of the country, would often be made subservient in their direction to other fea- tures and conditions; such as the position of towns or hamlets already built, to the location of manufacturing establishments, or the existence here and there of valuable minerals, requiring the aid of superior land carriage in order to render them of practical value. The first of these objections exists more in appearance than reality; for, although there may be many practical A 24 BOAD-MAKING. details peculiar to different districts of country when we come actually to lay out a road in them, there is still much similarity in the broad features which distinguish the sur- face of the earth; and there is no such great variety in these features as to call for many distinct divisions in attempting a description of them. For instance, a line of road may pass over a perfectly flat country, or it may lie in the direction of a valley, or it may pass obliquely over both valleys and their intervening ridges. Subdivisions of these cases are possible, but still these are the three great condi- tions under which roads have to be laid out: and some roads have to encounter all three of* these cases. To the second objection it may be answered, that while we observe the faults committed by our ancestors in the designs of their roads, we shall at the same time learn to avoid them in our own colonies, where we profess to bring the experience of civilised life to bear upon the wild desert, the boundless prairie, or the tangled jungle. In applying ourselves to the formation of roads in new countries, we have peculiar mathematical resources to guide us in the selection of those lines which are most direct, at the same time that they are not less judicious than other routes. It is probable that the use of surveying instruments, or, at least, the use of instruments to determine the relative bearings and position of objects, was unknown at the period when most of the roads in this country were first formed; and that not until the construction of maps such as those of the Ordnance Survey, did the extreme and often unne- cessary circuitousness of these roads become apparent. Now, although in the colonies we do not yet possess Ordnance maps, and may not possess them for many years, yet we are able, by means of the theodolite, or even the circumferentor, to determine not only the exact position of the terminal points of the road, but to lay down the whole length of it, to show the bearing and direction of every part, and so to bring in the important elements of straightness and direc- tion in finally determining the route, and comparing various proposed lines together. To proceed, then, with our review of the existing roads of this country, CAMBRIDGE ROAD. The first in order we shall take, is that which passes out of London in nearly a northerly direction—namely, theCAMBBIDGKE BOAT). 5 road from London to Cambridge. This road emerges from the east end of London, and, passing through Kingsland, Stamford-hill, Tottenham High-cross, Tottenham, Edmon- ton, Enfield, Cheshunt, Broxbourne, Hoddesdon, and Ware, proceeds to Cambridge; from which place continuations branch off to Huntingdon and Ely. The first peculiarity in this road is observed at Stamford-hill, where it crosses that remarkable horseshoe ridge of high ground which encircles the metropolis on the west, north, and east sides. This ridge, which is popularly well-known as the Hampstead or Highgate range of hills, does not terminate at either of those places, but is continued round in a circular, or, more properly, a horseshoe form, by the following points, which will usually indicate the highest part of the ridge. Com- mencing with the highest ground in Hyde-park, the ridge may be traced by Paddington, Barrow-hill, Primrose-hill, Hampstead, Caen-wood, Highgate, Homsey-lane, and Mount Pleasant—about one mile east of which winds the Hew Elver, on its way to London. The ridge here almost dies away, for about a mile and a half, into a depression, through which some ancient river has probably had its course; but it appears again about half a mile west of the Cambridge road, forming the elevated points of Stamford- hill, Upper Clapton, and Homerton, where, after skirting the valley of the Lea for about three miles, it falls off into the extensive flats of Bow, Bromley, and Stratford. Stamford-hill is a ridge of inconsiderable height, with an approach of about one in twenty on each side. This incli- nation, although too steep to be sanctioned in the modem system of road-making, which ought to have nothing steeper than one in thirty, is here of less importance, as both the inclinations are short, the steep part not exceeding a quar- ter of a mile on either side. Soon after crossing Stamford-hill, the road enters the valley of the Eiver Lea, and keeps parallel to the Lea and Stort navigation, at a distance varying between half a mile and one mile, as far as Bishop’s Stortford, where the navigation terminates. The road through Ware branches off at Stortford, and proceeds by Eoyston to Cam- bridge. Immediately beyond Stamford-hill, the Cambridge line of the Eastern Counties railway approximates nearly to the turnpike road, and accompanies it in its course up the valley of the Lea, the railway keeping the central positionROAD-MAKING. between the road and the river. The river Lea, it should be observed, on approaching the foot of Stamford-hill, is turned out of its course by the horseshoe ridge already described; and accordingly flows round it through Hack- ney-marshes, and, passing by Bow and Bromley, falls into the Thames at Bugsby’s-reach, immediately below Black- wall. The railway, also, entirely avoids the high ground between Stamford-hill and its terminus at Shoreditch. Commencing at Stratford, out of the Norfolk line of the Eastern Counties, the Cambridge line winds round on the east side of the Lea, passing through the Hackney and the Leyton-marshes, until it crosses the river a little below Tottenham-mills, and then proceeds, as already described, between the road and the river. The great detour made by the railway will be seen from the fact, that from Shoreditch to Tottenham High-cross the distance by railway is eight miles; while, by road, the distance between the same points is only four and a half miles. A little south of Kingsland, this road crosses the Begent’s Canal, which, by its communication with the Grand Junc- tion, and the canals of the Midland counties, affords facilities for the transport of the Mount-sorrel and Nuneaton sye- nite ; and, accordingly, we find that the first tract of this road, namely, for about two miles north of "Whitechapel church, is made of this stone. The syenite is also partially used with broken flint gravel for about a mile further. It does not, however, appear to be used for the steep slopes of Stamford-hill, a situation in which it would prove more serviceable than in the flat district of Kingsland and Daiston. Over Stamford-hill, and for several miles beyond, the road metalling consists entirely of broken flints. THE EPPING ROAD. The next great road we propose to notice, proceeds out of -London through Bow and Stratford, entering Epping- forest at Leytonstone. It continues through the forest about nine miles, passing by Snaresbrook, Woodford, Chig- well-hill, Buckhurst-hill, High-beech, Jack’s-hill, and Ep- ping. The road proceeds over Epping-plain and Thomwood- common through Potter-street to Harlow, where it joins the Cambridge road last described, about half way between Hoddesdon and Sawbridgeworth. This road, for about ten miles of its course, namely, between Stratford and Epping,EPPING BO AD. 7 may be said to occupy nearly the summit or watershed line of the high country between the rivers Lea and Boding. The ascent from Leytonstone to Woodford (two and a half miles) is rapid, and the road then keeps nearly the summit of the country, passing northwards towards High*beech, parallel to the stream of a small feeder of the Lea. Beyond High-beech its direction is parallel to a feeder of the Boding, nearly as far as the Wake Arms on Jack’s-hill. Passing over this high summit, the road somewhat descends in approaching Epping. On leaving Epping, the road ascends over Thornwood-common towards the sources of Cripsey-brook, one of the principal feeders of the Boding. Although it is here rather east of the real summit between the Lea and the Boding, the road nearly divides the country between them as far as its termination at Harlow. An interest of no common kind appears to attach itself to this forest road. It is probable that its track is very ancient, and there is every reason to suppose that the wan- dering gipsy, the cattle drdver from the northern and eastern counties, and the pedlar—in days of yore a much more important character than at present—made use of it long before the valleys of the Lea or the Boding were occupied by roads. Eor military purposes, it is easy to see why a high district of country, lying between two valleys, should afford the most favourite site for a road, provided its undulations offered no very striking obstacle. We know that in former days this great forest of Epping was a royal hunting-ground; and there are not wanting, in the present day, names to serve as memorials of such a fact. About two miles north-east of Chingford, stands Queen Elizabeth’s Lodge; while Eox Inn, Eoyal Oak Inn, Hunter’s Hall, and similar places scattered about the forest, remind us of the sport which was there followed, and of the noble personages who shared in it. There are many indications of wells and springs of medicinal and healing virtues all along the main road through the forest. These were, probably, waters containing certain proportions of alkaline substances, such as those of Epsom, Wandsworth, Bagnigge Wells, Beulah Spa, and numerous other spots in and about London. The ancient character of this road, and the fact of its having been a favourite highway for the traffic of former times, (marked by a circumstance from which one might also deduce another consequence, pointing to the lawless violence of that period,) is to be found in the name of a8 BOAD-MAKING. spot—Turpin’s Cave—which will he found marked on the Ordnance Map, in a hollow on the right of the road, oppo- site the twelfth mile from London. The many natural advantages enjoyed by this road, passing through an elevated district, chiefly of gravel, with patches of clay, retaining water where required, and yet abundantly drained by the numerous feeders of the Lea and the Boding, joined to the magnificent prospects which swell before the view on either side, have caused it to become a favoured residence with many of the most respectable and wealthy citizens of London; and, accordingly, the Forest road boasts an un- usually large number of houses, villas, and mansions, of superior character. Although the track of this road is probably very ancient, it has been much improved of late years by cutting down the hills and filling the valleys, so as to reduce the inequali- ties of the undulating surface of the forest. The improve- ment thus effected may be judged from the fact that on the Chingford road, a parallel line lying on the west side of the forest, where the irregularities are not so prominent as in this central line, there are inclinations as steep as eight and nine to one; whereas, on the whole of the Epping road, there is no inclination exceeding one in thirty. Where the road has been lowered, the cuttings are com- posed of a very gravelly clay, which has uniformly slipped to a great extent, no precautions having been taken to pre- vent the slipping, by drainage or otherwise. The same remark applies to the embankments, which, besides absorb- ing the material from the cuttings, have been partially made up from side cuttings, excavated at the base on both sides, where the land is not of much value. The whole metalling of this road consists of the round pebbly flint gravel, which is found so abundantly in most parts of the forest; and in summer, or tolerably dry weather, the surface is commonly in very good order. This road, as far as Stratford, is principally composed of Mount-sorrel syenite; in addition to which, from White- chapel church, where the street-paving ends, as far as Bow, a trackway, of eight feet wide on each side, is pitched with regular granite paving stones, similar to the street pitching. This is of great service for slow heavy traffic, by which the trackways are chiefly used. This part of the road is from fifty to sixty feet in width between the footpaths.CHIPPING ONGAR BOAD. 9 CHIPPING ONGAR ROAD. The next road in order is that which passes up the valley of the Boding to Chipping Ongar, where it joins a line of road leading out of the Epping road last described, at Epping itself, to Chelmsford. This Chipping Ongar road branches out of the Epping road at Leytonstone, and pass- ing off in a north-easterly direction, falls into the valley of the Boding, nearly opposite Woodford. Keeping close to the river for about a mile, it crosses over at Woodford- bridge, and then proceeds on the east side, by Chigwell and Wolston-lodge, up to Abridge, where it again approaches the river. Beyond Abridge, the course of the river is nearly eastward for about two miles, during which the road closely follows it, crossing at Passingford-bridge, from which point they both pursue a north-easterly course to Chipping Ongar. There are great defects in this road, and it evidently appears to have been designed to suit a succession of pri- vate and inferior interests, instead of the general and public convenience! Between Woodford-bridge and Abridge, a distance of four miles, this is more particularly the case; the road for some distance between these points, as at Chigwell for instance, being fully a mile from the river, without answering any ostensible purpose, except that of encountering very high and undulating ground, instead of a perfect flat. Every engineer knows that, in following the course of a river, either for a railway or a common road, it is advisable to recede from the river, where secondary val- ley’s intervene, so as to cross these high up, where the depth oi filling will be small; and, on the other hand, to approach the river where promontories of high land intervene with these secondary valleys, so as to reduce the depth of cutting as much as possible. The very opposite has been done in this case, inasmuch as between Abridge and Woodford- bridge the river is turned from its course, and diverted to the west, by the high projecting land jutting out from Hainault-forest; and the road, instead of following this westward bend of the river, actually projects in a cor- responding maimer to the eastward, so as to catch a great deal of the high ground of the forest, both north and south of Chigwell. This defect in the construction of the road has probably been occasioned in accommodating an extensive group of villas and superior residences in the neighbour* a 310 BOAD-MAKIK0. hood of Chigwell, Wilcox-green, the Bolls, Wolston-lodge, &c.; and, although it might be very desirable for the owners of these to seek an elevated situation on the dank of Hainault-forest, commanding views across the low country of the Boding, and bringing into the landscape the many objects of interest which crowd the opposite slopes of Epping-forest, this still appears to be a very imperfect reason for carrying the road over so undulating a country, to the permanent injury and mischief of all who have ever to use the road. The first error is made in carrying the road suddenly down from Snaresbrook-farm to the Boding, where the descent increases from one in thirty-two to one in seventeen, and continues at this latter rate for some distance. Again, at Woodford-bridge the road rises much too sud- denly from the river, and strikes at once into the high ground, which, in all such cases, should be gradually skirted. A considerable part of the ascent from the river to the turnpike-gate, at Wilcox-green, is at the rate of one in twenty. The road then continues with moderate undula- tions till about the tenth mile, when it descends to Chig- well-brook, at the rate of one in twenty-five, which increases at one place to one in nineteen. The ascent from the stream up to the vicarage is at the rate of one in twenty. Beyond the vicarage commences a long and uninterrupted descent of about a mile and a half, beginning with one in sixty, in- creasing to one in twenty-five ; then a short piece of one in forty-five, increasing to one in thirty; and at BolTs-farm becoming one in twenty-five, and continuing about the same rate to the bottom of the hill, which is little above the val- ley of the Boding. It will be seen, from the preceding glance at the levels of the existing road, how very inferior it is to a line which might be traced alongside the river, instead of passing over the high ground of Wilcox-green and Chigwell. An excel- lent Hne of road might be traced from Snaresbrook-farm, where it should leave the present road, descend very gradually the slope of the Boding valley, passing between Bay-house and Bay-lodge, and crossing the river about opposite Monkham, or Lord’s Bushes, and then sweep round on the east side of the river, keeping within a dis- tance of twenty or thirty chains, and passing between the stream and Wolston-lodge, and might join the present road between the twelfth and thirteenth mile from London. .CHELMSFORD ROAD. 11 Between Abridge and Chipping Ongar the road is laid out more in accordance with the natural requirements of the country, although there are several spots where great improvements would be made by trifling deviations. THE CHELMSFORD ROAD. The next in order is the great Chelmsford road, which also passes out of London through Bow and Stratford, and con- tinues on through Great Ilford, Romford, Brentwood, and Ingatestone, to Chelmsford, where it divides into two branches, one of which passes by Braintree and Halstead to Bury St. Edmunds, and thence by Thetford to Lynn, and various other parts of the Norfolk coast; while the other branch goes on by Witham, Colchester, and Ipswich, to Norwich, where again numerous other roads diverge to Cromer, Cley, 'Wells, and other sea-ports. It is remarkable, that this road consists of a series of nearly straight lines from one town to another, the bends taking place at the towns, while the intermediate parts are straight. Thus, from London to Bow is straight; at Bow, the road bends more to the north, and is straight to Strat- ford—there it bends again to the east, and is nearly straight to Romford, seven miles: at Romford, it bends again to the north, and is nearly straight to Brentwood, six and a half miles; there it bends still to the north, and continues nearly straight through Ingatestone to Chelmsford, distant twenty-nine miles from London. This road is closely accompanied all the way to Ipswich by the Norwich branch of the Eastern Counties railway. The railway keeps on the north side of the road for about eight miles out of London, when it crosses to the south side, about a mile beyond Ilford, and proceeds nearly parallel as far as Brent- wood, where it makes a remarkable curve to the south-east, in order to gain lower ground at that summit, and then continues again parallel to the road, as far as Widford, about a mile south of Chelmsford, where it again crosses to the north side of the road, and so passes Chelmsford on the west or north-west side of the town. The engineer- ing difficulty of passing over so low a level as that of the Chelmer, on the east side of the town, is supposed to have dictated this deviation to the north-west. There is, at present, an extensive viaduct over the Cam, above the town, and this work would, of course, have been much more12 BOAD-MAKIffG. serious, if constructed over the low level of the Chelmer, on the east side. "Without this supposition, it is not easy to conceive why that side of a town, possessing a navigable communication with the sea, should be deserted for the other side, where no such facility exists for transverse com- munication. This road, as far as Brentwood, eighteen miles from Lon- don, may be said to pass up the valley of the Thames, crossing the following feeders of that river; 1st, the Lea at Bow, three miles from its mouth; 2nd, the Boding at Ilford, about four miles from its mouth ; 3rd, the Bourne- brook at Bomford, about five miles from its mouth; 4th, the Ingreburn-brook, three and a half miles north of Bom- ford, about eight miles from its mouth. All these streams, and a few intermediate ones, also crossed by this road, flow into the Thames, and their mouths, of course, are the points of junction with that river. The country through which the road passes is very flat from London to Ilford, seven miles: the road then between Ilford and Bomford rises into a somewhat higher country, skirting the southern slope of Hainault-forest, and might perhaps be improved by a diver- sion southward, in some part of this length. After crossing the Bourne-brook at Bomford, the road ascends to a summit opposite Hare-hall, and then descend- ing, crosses a feeder of Ingreburn-brook, and runs parallel for about a mile with the brook itself, which it crosses at Pitwell-bridge, and then takes the course of another of its feeders, as far as Brentwood; here is the summit of country which divides the waters flowing to the Thames, from those which flow in a north-easterly direction into the Black- water. One of the principal streams of the Chelmer rises about a mile south-east of Brentwood, and flows nearly in the direction of this road to Chelmsford, where it joins the Chelmer* in its course to the Blackwater at Maldon. The road north of Brentwood passes down the valley of this stream, crossing numerous tributaries which flow in a south-easterly direction, and thus affording an example of that very common case in which a road passes in the direc- tion of a river-valley, and crosses all the secondary valleys and intervening ridges. After crossing the Cam and the Chelmer at Chelmsford, the road passes on through a more level country to Witham and Colchester. * The Chelmer navigation communicates at the port of Maldon with the Blackwater, an arm of the sea.BARKING ROAD. 13 THE BARKING ROAD. The next in order is called the Barking road, beyond which place it is continued on through numerous small towns and villages in Essex, till it reaches Southend and Great Wakering, being there stopped by the line of the eastern coast. This road owes its elevation to the rank of a main line of turnpike road to a comparatively recent date, and consists of a number of short pieces of road joining a series of small towns or villages, all united together, the gaps being made up by new pieces of road, and the whole formed into one continuous line. We may hence expect to find that its course is somewhat circuitous; and accordingly, although the country is nearly quite flat throughout, we find it bends at every group of houses, into the direction of the next group lying in anything like the proper direction. This is remarkably the case east of Bainham, twelve miles from London, beyond which place the road is a complete series of zigzags. This road passes out of London through Limfehouse, and proceeds to Bainham, through Plaistow and Barking. In all this part, it lies entirely in the valley of the Thames, barely skirting the high ground which adjoins the marshes, but lying more immediately in the marshes themselves, and so crossing, at moderate eleva- tions, the various streams which debouch into the Thames. Beyond Bainham the road passes on through Wennington, Aveley, and Stifford, making a considerable bend at Wen- nington, in order to keep clear of the marsh of that name. THE DOVER ROAD. Having now completed one-fourth of the circumference round the metropolis, namely, a quadrant from its meridian to the river Thames, which flows nearly towards the east, we shall next take the first important road which occurs south of the river ; namely, the old Canterbury and Dover road. This famous road, so well known, and so much used before the present South-Eastern railway became the great highway to the continent, boasts of a very high antiquity. Not only is part of this road mentioned by Shakspeare,* but it is known that other parts of it were the work of the Bomans, and formed the great line of way called the Wat- * Gad Vhill, opposite the village of Higham, is the scene of the robbery of the Sandwich carriers.—See Shakspeare's play of Henry V.14 BOAD-MAKIN O. ling-street, leading from London to Canterbury. This road proceeds out of London from the Elephant and Castle, where the first part of it is called the Old Kent road, and the Dover road. It then proceeds through Deptford, and passing at the back of Greenwich-park, crosses Blackheath, and passing over Shooter’s-hill, goes on through Bexley and Crayford, to Dartford. The part of the road comprised between Deptford and Dartford is very hilly; and though geographically located in the valley of the Thames, yet it derives very little advan- tage from this, being situated in a high and hilly tract of country, which closely approaches the river at Greenwich, Woolwich, and Erith; and the road keeps high up on this elevated ground, crossing the various streams not far from their sources. The part between Greenwich and Dartford being quite straight, was probably part of the old Watling- street, and being designed by the Bomans essentially for military purposes, was carried by them at such a high level, as to command the adjacent country, in order that it might afford sites for observing the motions of their enemies, and cause the earliest intelligence of a rising or surprise to be circulated with the utmost rapidity from one station to another. It is impossible to review here all the modem interests that may make it desirable to preserve the road in its pre- sent direction; but assuredly, as far as levels and the physical features of the country are concerned, the road is a very bad one, and far inferior to one which might be formed by Woolwich, Erith, and thence across the Dartford- marshes, to join the present Dover road at the village of Greenhithe, about two miles beyond Dartford. Such a road, which might either be made within the marshes, or skirting the rising ground all the way, would be just one mile longer than the present road; but this excess of dis- tance would be amply compensated by the improved levels, and consequent decrease of draught for the horses. It is remarkable that the next length of this road, namely, between Dartford and Rochester, is entirely deviated from, by the modern road which passes round by Green- hithe, STorthfleet, Gravesend, Chalk, and Gad’s-hill, till it falls again into the Homan road at Strood. Erom Dartford to Strood, by the old Watling-street, which is nearly straight, and may still be traced, with the exception of about a mile at Swanscomb-park, the distance was elevenDOVEB BOAD. 15 miles, while the distance by the present road is exactly twelve miles; and here again the distance is as amply com- pensated as it would have been by a deviation between Greenwich and Dartford. It may be worth notice, that Gad’s-hill, the name of a spot already referred to as used by Shakspeare, is on the deviated road between Gravesend and Strood, showing that in his day the traffic was carried on in the same route as at present. This point of Gad’s- hill is on the Higham ridge of high ground, through which the Thames and Medway canal is carried by a long tunnel, about a mile east of Gad’s-hill. After crossing the Medway at Strood, and proceeding through Eochester and Chatham, the road proceeds in a perfectly straight direction through Eainham and Milton, by Sittingboume and Eaversham, to Canterbury; the whole of this part being the same road as that used by the Eo- mans, under the name of Watling-street. The following notes of the gradients on this road, be- tween Deptford and Dartford, will show how much has been sacrificed in order to obtain a straight line: the ascent from Deptford to Blackheath is at first one in seventeen; opposite a new church on the north side of the road, one in fourteen; a little further on, one in eleven: rounding off again to one in fourteen; and so continuing nearly to the Green-man inn. The ascent of Shooter’s-hill, at one hundred yards west of the eighth mile-stone, is one in eighteen; at fifty yards west of ditto, one in eleven; at the mile-stone, one in eleven ; the hill then rounds off gradually to one in eighteen; and so continues for some distance. The descent from Shooter* s-hill towards Bexley soon becomes one in sixteen, and increases to one in thirteen; at fifty yards further on, one in eleven, and so continues for several hundred yards. By degrees, it becomes one in thirteen, and, near the bottom of the hill, slopes off to one in twenty- two, and so gradually diminishes. Even these gradients at Shooter’s-hill have been attained by a considerable cut- ting on the west side, which has been carried westward to embankment, to raise the foot of the hill. The material is probably plastic clay, which has slipped to a considerable extent. These disadvantageous gradients might all be avoided by taking the road by Woolwich, and so along the marshes of Plumstead to Erith, as before pointed out. The road1G ROAD-MAKING. through Lee, Eltham, and Bexley, which falls into the Dover road at Crayford, is also very superior in point of levels, as it entirely avoids both Blackheath and Shooter’s- liill, and the access in length is inconsiderable. THE MAIDSTONE ROAD. This road passes out of London, like the last, by the Kent road and Dover road; out of which it branches at Deptford, and continues by Lee and Eltham, Eootscray, Earningham, and Wrotham, to Maidstone, where it divides into two lines, one of which goes on to Hythe, Eolkstone, and Romney; while the other takes a circuitous course to Tenterden and Rye. Erom Deptford nearly to Eltham, this road follows the course of a branch of the Ravensbourne. At Eltham, it turns suddenly almost at right angles towards Eootscray, passing over a summit, and descending to the level of the Cray, at the latter place. Erom Eootscray, it passes on in a south-easterly direction, and crossing another summit, descends at Earningham to the level of the Darent. Erom this place the road rapidly ascends into an elevated chalk. district, by Hever-farm, Portobello, and the Horse and Grroom, and then rapidly descends into Wrotham; and thence on through a tolerably flat district of country, lying between the chalk escarpment and the green-sand range to West Mailing and Ditton, and thence to Maidstone. The descent at Wrotham must be very steep, and although a little artifice has been resorted to with a view of increasing the length of the descent, and so reducing its steepness, this has not been sufficiently carried out; and this passage of the chalk range consequently remains a highly objec- tionable feature in this road. If the road had now to be made, it is probable that a very different course would be decided on; and the modem engineer would certainly look for some natural pass through the chalk, and if he could find no river passing through it from the south, would next seek some spot where a great depression existed, indicating the probability of some ancient rush of waters having for- merly taken place there. Nothing of the kind has been done here ; the passage at Wrotham appears to be a forced and unnecessary one, neither judicious nor expedient, and quite inconsistent with the most ordinary and common-place of the rules applicable to such a case Nor shall we haveLONDON TO TU1BBIDGE. 17 to search far for such a gap in the chalk, for Maidstone actually stands on the Medway, which flows northward completely through the chalk by Rochester and Chatham. He would probably, therefore, carry his road straight up. the valley of the Medway, to Cuxton, where he would cross it, then continue it by Nursted and Longfield to Sutton-at- Hone, where he would cross the Darent, using where prac- ticable pieces of existing road which lie nearly, or quite, in the proper direction; and thence in a straight line to Footscray, making the distance from Footscray to Maid- stone twenty-three miles, exactly as at present, with the advantage of intersecting a much more level country, and so obtaining a better road. The principal branch of this road proceeds from Maid- stone to Langley and Sutton Valence, where it crosses the green-sand formation, and then proceeds by Headcorn through the wealden district of Kent. The gradients on this road are tolerably good, until it reaches the chalk district. The principal hill is at Eltham, where the inclination on each side does not exceed one in twenty. HOADS FROM LONDON TO TUNBRIDGE. Thebe are two roads branching out of the Maidstone- road last described, which lead to Tunbridge. The first of these commences two miles north of "Wroth am, crosses the chalk range at Old Terry’s Lodge, and passes by Ightham and Shipbome to Tunbridge. This road is liable to the same serious objection as the one by Wrotham, namely, that it crosses the chalk where no natural gap nor depres- sion exists, and that within a mile of the other crossing at Wrotham. The other road commences at Farningham, and passes up the valley of the Darent by Lullingstone, Eynes- ford, Shoreham, and Otford; joining the real London and * Tunbridge road at Maidstone. This road passes through a very easy country, and is laid out on the sloping ground of the valley of the Darent; yet although every facility is afforded for making a road almost practically level, and with no in- clination steeper than would be requisite for good drainage, it does not appear that the natural advantages of the ground have been followed in a judicious manner, although there is no steep inclination in climbing over the chalk, as at Wrotham, or Old Terry’s Lodge. We come lastly to the so-called direct Tunbridge-road, which although shorter than either of the others, by Ightham or Otford, is still18 ROAD-MAKING. made very circuitous by a great number of waves and bends, for which it is usually difficult to conceive any adequate reason. This road commences out of the last described, between Deptford and Lee, and following the course of the Havens- bourne river, passes through Bromley, and on to Bromley- common and Famborough. This latter place is situate on a ridge which nearly ranges with the sources of the Bavens- bourne and the Cray, and the country here becomes very irregular in its formation, the valleys and ridges assuming various directions, and presenting serious difficulties to any road or railway passing across them. This continues as far as the summit of the chalk, nearly to the Star inn, opposite Chevening, a distance of about five miles in a straight line from Famborough. The road, however, owing to its numerous bends and curves, measures about six miles between these points. At the Star, it descends, by a circuitous course, to tl\e com- paratively low country between the chalk and the green- sand, and then ascends by Eiverhead and Sevenoaks, till it reaches the summit of the sand range, at the south corner of Knole-park, where it rapidly descends this second range, and passes on through a tolerably level country to Tunbridge. The road here separates into several branches, one of which proceeds by Tunbridge Wells and Mayfield, to Pe- vensey and East Bourn. Another goes by Lamberhurst, Hobertsbridge and Battle, to Hastings; and a third goes by Lamberhurst and Sandhurst, to Bye. ROADS FROM LONDON TO LEWES. The first of these, by W'esterham, Edenbridge, and Hart- field, is identical with the Tunbridge road, as far as Bromley- common, where it takes a more southerly direction than the Tunbridge road, following closer the valley of the Bavens- boume, up to Keston-common. At Keston village, the road makes a great angular projection westward, in order to avoid Holwood-park, and then enters the same elevated irregular chalk country as that already described between Farnborough and Chevening. The bends on this road are also very considerable between Keston and Betsom’s-hill farm, the summit of the chalk ridge. From Keston to Bradfield, about one mile and a half, it passes very obliquely over a projecting tongue of the chalk, and then there is an attempt to take advantage of one of those long, and some*LONDON TO LEWES. 19 times straight coombes of the chalk, which have been hol- lowed out by ancient currents of water. This coombe runs out, as it is called, before coming to the summit at Betsom’s- hill, so that it forms no gap or depression in the chalk; and it does not appear, even where the coombe is a distinct and decided hollow, that the road has been laid out with any remarkable judgment. The road descends from the high chalk country at Betsom’s-hill, and passes on by "Westerham tu'Westerham-common and Cockham-hill-common, the sum- mit of the sand range, which it penetrates in the same bold manner as it has already done with the chalk; and having arrived in the weaiden district, proceeds through a tolerably flat country, by Edenbridge and Cowden, on to Hartfield, and by Little Horsted, to Lewes. The other road to Lewes is identical with the road to Brighton, (which will presently be described,) as far as Biddlesdown, about thirteen miles from London, where it diverges to Godstone, passing over a more favourable dis- trict of the chalk than those which have lately been noticed. The chalk summit is passed about a mile north of Godstone, at a point where there is a considerable depression. The road then proceeds through the village of Godstone, on to Tilburstow-hill, which it crosses, and which is composed chiefly of sand. It then passes on through rather an ele- vated and irregular part of the weaiden district, by Blind- ley-heath, Erogwood-heath, and Eelbridge, on to East Grin- stead, whence it goes on to the west side of Peppingford- park and Sheffield-park down the valley of the Ouse, to Lewes. ROADS FROM LONDON TO BRIGHTON. The first of these is the old road through Croydon, which leaves London by the Elephant and Castle, and, after pass- ing through Croydon, proceeds along Smitham-bottom, up to Merstham, where it intersects the chalk summit, and then goes on, by Bed-hill and Earl’s-wood-common, to Hor- ley and Crawley. This is the weaiden district, in which the road continues till it meets with the chalk range of the South Downs, which it ascends at Clayton, and thence passes down to Brighton. Most of the roads we have lately been considering have passed southwards out of London, either up valleys leading them on to the elevated heights of the chalk formation, or20 UOAD-MAKING. over comparatively low tracts, sloping gradually upwards to the chalk, and have experienced no difficulties until they reach the irregular coombes, or broad furrows, with their intervening ridges, which everywhere distinguish the chalk district on the south side of London. The coombes them- selves are usually filled with deposits of flint gravel, the debris of chalk, much mixed with the actual matter of chalk, while the elevated ridges between are usually composed of chalk itself. The beds of flint gravel, intermixed here and there with chalk wash, frequently overlie the edges of the plastic clay; and the hollow points, where they cease and where the clay commences, are usually the sources of streams, which flow over the plastic clay into the Thames, which drains the whole district. The Bavensboume and the Wan die are the principal streams which rise in this way in this part of the country; and it is remarkable that there is a considerable breadth * between these rivers, and that all the intermediate country is too high to be penetrated by any but secondary streams, or feeders, of these two principals; that no stream of any consequence goes through it to the Thames; and, in fact, that it embraces no streams whatever except those which arise from the elevated strata of the district itself, and which are quite unconnected with the extensive chalk country lying beyond it. The country drained by the Wan die and the Bavens- boume is of a triangular shape, the apex being at Selhurst- wood, about a mile north of Croydon, where the sources of the eastern branch of the Wandle and the most western branch of the Bavensboume are within a quarter of a mile of each other. These two streams take a circuitous course round the high district in question, and diverge so far from each other that the distance from the mouth of the Wandle, at Wandsworth, to that of the Bavensboume, at Deptford, is not less than eight miles in a straight line. The high country lying within these limits includes Clapham-common, Brixton-hill, Herne-hill, Dulwich, Peckham Bye, Nunhead, New Cross-hill, Brockley, Forest-hill, Sydenham-hill, Dul- wich-common, Streatham-hill, TJpper Tooting, Streatham- common, Upper Norwood, Penge-common, Beggars’-hill, &c. The district which embraces these spots must be ex- ceedingly well known to those at all acquainted with the country round London; but it may not at the same time have attracted general observation that, with the exceptionLONDON TO BBIGHTON. 21 of the Brighton road, now about to be described, and which lies rather on the eastern slope of the high ground, there is no main road leading through it; and that the distance between this road and the Bromley road last described is at no place less than four miles; and that at Bromley itself the distance between the two roads is upwards of six miles. It is true that there are many roads in most parts of the district here referred to, leading to all the numerous places above mentioned; but none of these are main roads, nor does any of them ever form the road from the metropolis to places lying beyond the elevated district in question. The Brighton road, leaving London by the Elephant and Castle, and passing to Croydon, through Brixton and Streat- ham, passes, as we have said, through this district, but quite on the east side of it, where the elevations are much more depressed than in the more central parts by Norwood, Sy- denham, and Eorest-hill. In fact, the rise from St. Mat- thew’s church, Brixton, up to Brixton-hill, and on to Streat- ham-hill, is the most considerable one between London and Croydon. The ground at Streatham-common, although high, is tolerably level; and immediately beyond the common commences a comparatively new piece of road, three miles long, and almost perfectly straight the whole way into Croy- don ; so that upon the whole, the Croydon part of this road may be termed tolerably perfect, with reference to its selec- tion and design. It may be added, that though not quite straight between the Elephant and Croydon, as it bends at Streatham to the extent of a mile and a half west from a straight line, yet this appears judicious, as a much lower country is thereby intersected, and the ascent is much less than it otherwise would be. The ascent from the Elephant to Croydon is about 140 feet; and on any other route in- tended to shorten the length of the line, it is probable that in several parts the country would attain a greater height than the level of Croydon, so that there would be a loss of power in the unnecessary ascent. Beyond Croydon this road passes up an extensive coombe, or hollow in the chalk, termed Smitham-bottom, winding to a trifling extent, to accommodate itself to the irregularities of the ground. The Brighton railway passes at several places so close to the road, that diversions of the latter have been made to keep it clear of the deep cuttings and spoil- banks of the railway. In passing the Merstham summit, the railway goes through a tunnel more than a mile in22 UOAD-MAKIKG. length, with cuttings of great depth at each end. These are rendered necessary by the comparatively flat inclination of twenty feet per mile, which has been adopted for the railway on both sides of its summit, whereas an inclination of 176 feet per mile on the road will about correspond with twenty feet per mile on the railway. Descending from Merstham, the road passes across the flat district of the gault and upper green-sand to Red-hill, where the soft sand has been cuf through, and enters Earl’s-wood-common, the edge of the wealden district. From this place, it continues through a tolerably flat country, and in a tolerably straight direction, till it again encounters the chalk at Clayton, near Brighton. The other road to Brighton, commonly called the Sutton road, passes out of London by Clapham, over Clapham- common, and then proceeds, by Tooting and Mitcham-grove, to Sutton. Hence it takes nearly a straight course across the chalk to Banstead-downs, passing over Banstead^heath and Walton-heath, whence it bends considerably to the east, in order to gain a somewhat more favourable point for crossing the chalk. About a mile north of Beigate, the descent from the chalk commences, the road doubling back towards the west, in order to diminish the steepness; and when about half way down, passing for some short distance quite in a westerly direction, and then making straight for Beigate, which it enters rather on the west side of the town. The road emerges from Beigate rather on the east side, and then skirting Lord Somers’ park, passes by a deep cutting at Cockham-mills, through the sand ridge, and then proceeds across the wealden district in nearly a straight direction over Hookwood-common, to Povey^cross, near Horley, where it falls into the other Brighton road, at the distance of twenty^seven miles from London. The first part of this road, from Kennington to the cross-; ing of a branch of the Wan die at Tooting, lies still more tq the westward, on the slope of the high country of Brixton and Norwood, than the other Brighton road. Clapham? common is rather an elevated point, but all the inclinations are very moderate as far as the street of Sutton, where the ascent is steep. Here also commences the true chalk country, which continues to ascend over the Downs and over Banstead-heath and Walton-heath. Between Sutton and the point of descent from the chalk, the road bends considerably to the west, in order to take advantage of a more favourable surface.LONDON TO WORTHING. 23 ROAD FROM LONDON TO WORTHING. This road diverges from the Sutton road last described, at Tooting, and passes by Merton-abbey, Mitcham, and Morden; thence in a straight line nearly to Ewell, then through Ewell and Epsom, Ashtead and Leatherhead. Here it enters the celebrated vale of Mickleham, and passes up the valley of the Mole, through the village of Mickle- ham, by Burford-bridge, to Dorking. Then it proceeds through the weaiden country, over Holmwood-common, by Capel and Warnham, to Horsham. Erom this place it goes on to "West Grinstead, and at Storrington intersects the chalk of the South Downs, passing through a deep cutting, and then descending to Worthing. About a mile south of Tooting this road makes an extraordinary bend to the west- ward, whereby in a single mile the length is increased to the extent of thirty chains. This bend was probably madje to avoid the grounds of Merton-abbey, and probably because the straight line would pass across a swampy, imperfectly- drained tract of ground, bordering the Wandle, from Mit- cham to Temer’s-bridge. This land is now, however, in a widely different condition, being in a state of high cultiva- tion ; and, upon the whole, there does not appear to exist any obstacle to straightening the road at this part, so as to effect a saving of thirty chains, or three-eighths of a mile, in distance. Erom the village of Mitcham, the road is nearly straight to Ewell, at a little more than thirteen miles from London. In this part, the road passes over a clay and gravelly district lying on the chalk, which is easily reached, between Ewell and Mitcham, by boring a few feet, or yards, in depth. Erom Ewell to Epsom the road is just on the verge of the chalk country, and half a mile beyond Epsom it passes over the common of that name, which, being rather high ground, consists, for a considerable depth, of clay. Then it passes on to Ashtead, between which and Leatherhead it again intersects the chalk. At Leatherhead the road turns nearly at right angles, and pursues a southerly direction along the valley of the Mole. This river, the principal streams of which rise on the north sides of Tilgate and St. Leonard’ s-forest, after inter- secting the weaiden country in a very circuitous direction, and receiving -innumerable small tributaries, which flow into it from every point of the compass, penetrates the green-sand range in an oblique, north-westerly direction,24 ROAD-MAKING. near Betchworth, and flowing round the grounds of Betch- worth-castle and under Box-hill, assumes a northerly direc- tion, and completely passes through the chalk by Burford- bridge, and winding round Norbury-park, passes on to Leatherhead, and so on, by Stoke d’Abemon, Cobham, and Esher, into the Thames at East Moulsey. The vale of Mickleham is probably, with the exception of the gap at Guildford, the most favourable of all the passes through the range of the North Downs chalk-hills. Of course those passes through which rivers flow are superior to those mere depressions in which no river or stream has its course. Premising this, the only passes east of Dork- ing are those of the Darent, which goes through the chalk north of Sevenoaks, and the Medway, which goes through Maidstone northward, to Bochester and Chatham. Now both these latter are much inferior to the Dorking pass, because opposite to each is a very high part of the green-sand range, which opposes the carrying of a road or railroad through them, except in a very circuitous direction. Thus the Darent, which flows northward from Sevenoaks, nowhere penetrates the green-sand, the whole of which range at the south of Sevenoaks, and for miles on each side, is very high, and presents formidable difficulties. The Medway again penetrates the green-sand about five miles west of Maidstone, which makes this passage out of the question for roads going to the south or south-east, which, accordingly, cross the green-sand where there is no gap at all. Erom these considerations it follows that the Dorking gap is the most favourable of all those lying to the east of it, while on the west side there is only the Guildford, which is under nearly similar circumstances. Between Leatherhead and Dorking the road does not follow the windings of the river, but adopts a tolerably straight course, yet has no inclinations of such steepness as to render any deviation desirable. In passing through the town of Dorking, the road is deflected about half a mile further to the west, and then proceeds to Holmwood- common, where it passes over the greemsand range at a spot where it is much depressed, and proceeds on, as before described, through Capel and 'W’amham, to Horsham. ROADS TO GUILDFORD. Oxtb road from London to Guildford follows the same course as the last described, as far as Leatherhead, and inBO ADS TO 0UILDFOBD. 25 fact continues that road in a straight line through the town, where it crosses the river Mole, and proceeds by Great Bookham, Effingham, West Horsley, East and West Clandon, and Merrow, to Guildford. The other road passes out of London, through Battersea and Wandsworth, goes over Putney-heath, skirts the south-east side of Richmond- park, passes over Kingston-hill, and so down into Kingston. After passing through the town for three-quarters of a mile, nearly in a westerly direction, it proceeds close alongside the river Thames for nearly two miles, then goes over Ditton-marsh, and through the village of Esher. It then skirts the west side of Claremont-park, goes on to Cobham- street, passes over Cobham-common and Wisby-common, and goes on by Ripley, Threefords, and Gasding-hill, to the east side of Stoke-place park, and on to Guildford, which it enters at the same spot as the road from Leatherhead. The distance from London to Guildford by the first of these roads, namely, that through Epsom and Leatherhead, is thirty-two miles, and by the other, or the Kingston road, the distance is twenty-nine miles. The Leatherhead road, in its passage from Leatherhead to Guildford, passes over the chalk country in a more* oblique direction than any of those we have before con- sidered. Both these towns may be taken to be situate on the chalk, Guildford being about ten and a half miles west of Leatherhead, and four miles south of it; and the road we are now examining connects the two places by forming the hypothenuse of a right-angled triangle, whose base and perpendicular are respectively ten and a half and four miles. It lies nearly at the head of the water-bearing valleys which open from the chalk of this district, and range in a northerly direction, and as it approaches Guildford almost defines the head or summit of the highest combes. It is scarcely necessary to observe that the Thames is the general drain of all this district, and receives into its ample stream all the water rising from this as from every other part of the North Downs; but the secondary rivers, which more immediately drain the section of chalk country between Leatherhead and Guildford, are the Wey and the Mole; and one or other of these rivers receives all the Small tributaries which flow down the eombes of the chalk. It is obvious that a road in the situation of the one here described, alternately intersecting the hollows in the chalk surface and the ridges which separate those hollows, in26 EOAD-MAKING. order to be, the most perfect in its levels, should assume a wavy or bending direction, approaching the summit of the chalk range in crossing the hollows, and receding from it in crossing the ridges. This is, in fact, a similar case to that of a road passing up the actual valley of a river, and cross- ing alternately to tributary streams and the ridges which separate them. This mode of laying out has obviously not been followed in all cases in the road before us, but it is unnecessary to point out that it always ought to be followed where circumstances of another nature do not imperatively require an opposite course. The second, or more direct road to Guildford, passes at first over a flat country, through Lambeth, Battersea, and Wandsworth, seven miles from London, being nearly on the extreme western verge of the district already described as drained by the Bavensbourne and the Wandle. At Wandsworth the road begins to rise, passing over the north-west comer of Wimbledon-park, and attaining its summit on Putney-heath. It then descends to cross a small stream which rises on the chalk at Cheam, flowing by Pylford-bridge and Combe-bridge, forming successively, but on alternate sides, the boundary of Wimbledon-common and Richmond-park, and continuing by Peace-bridge at East Sheen, and falling into the Thames on the east side of Barnes. Beyond this stream, which is crossed at Bayeley-bridge, the road goes along the south-east side of Richmond-park, passes over some high ground called Kingston-hill, and enters the town of Kingston at the east end. After pass- ing through the town in a westerly direction, for rather more than half a mile, it diverges from it at the west end, and proceeds for a mile alongside the river Thames as far as Thames Litton, where the Thames bends to the north- east, while the road pursues the same south-westerly direc- tion as before. Prom Thames Litton to Cobham the road may be described as lying in the valley of the river Mole, being nowhere more than a mile distant from that stream, and often approaching more nearly to it. The surface of this district is thrown into irregular shapes by numerous elevations, sometimes appearing as continuous ridges, and at other times mere conical hills—consisting of fresh-water sands deposited on the London clay, and ranked by geolo- gists of contemporaneous age with the extensive sands of Bagshot and Primley heaths. These numerous detachedBOADS TO GTTILDFOBD. 27 elevations of sand have probably been continuous over this part of the country, but the formation has perhaps been washed away, so as to present at the present day only the form'of numerous isolated hills, ridges, and elevated plains. This road, where it borders the Mole, passes over several of these patches of sand, as at Esher, Claremont-park, Esher- common, Old Common, near Cobham, &c. The road is tolerably straight between Thames Ditton and Cobham, but might probably be improved by sweeping through the valley of the Mole in a more central direction, instead of keeping so far on the east side of it, and this without any sacrifice of distance. Between Cobham and Eipley the road passes over the sandy district of Cobham-common, Ked-hill, and Wesley- common, which divides the river Mole from a branch of the Wey that flows into it at Ockham-mill, and in fact forms also the water-shed between the two main streams. Imme- diately south of Cobham there is a remarkable deviation made in the straight direction of the road, by which, in a length of two miles, an increase of distance is made of nearly half a mile. Thus, instead of passing from Cobham- street by the side of the Mole, and crossing it at a point due west of Cobham-court, and shortly after entering Ock- ham-common a little north of Catley-farm, and then ranging in a straight line for Bodystone-hill, the road suddenly turns to the north-west at Cobham-street, immediately crosses the Mole, and passing round Pains-hill-park goe.s over Common and Bed-hill, where it again bends into a more southerly direction, and joins the straight line just described a little north of Bodystone-hill. This serious injury to the road appears to have been inflicted to suit the convenience of the owners of several parks and superior mansions situate around the borders of the commons and in the valley of the Mole. Beyond Bip- ley the road encounters no more of the sand-ridges before spoken of, and passes gradually off the clay on to a country where the chalk is near the surface. Prom Bipley to Guild- ford the road occupies the valley of the Wey, is tolerably direct in its course, and no improvement of any consequence suggests itself. The two main roads from the metropolis which have been described as meeting at Guildford, there separate and di- verge in various directions. First, there is the Famham road, which passes in a singular manner along the very b 228 HO AD-MAKING. highest ridge of the chalk, along the actual axis of the Hogsback, having of course a serious ascent to encounter in emerging from the level of the Wey at Guildford, and an equally serious descent from the chalk, about two miles east of Eamham. This road then goes on by Alton to Winchester and Southampton, while another branch of it, diverging at Alton, passes by West Meon and Droxford, down to Fareham and Gosport. Secondly, the Godaiming road passes nearly south, and there diverges into three branches, one of which passes by Bramshot and Petersfield, down to Portsmouth; another goes through Haslemere and Midhurst to Chichester and Selsea Bill, while the third goes to Petworth, and there sends off one branch to Chichester and another to Arundel. The third road out of Guildford is the Wonersh-road, which passes on through Aldfeld and Pulborough to Arundel, Littlehampton, and Worthing. THE STAINES, OR GREAT WESTERN ROAD. Of all the roads which pass out of London, the Staines road is the most level, and with one exception the straight- est. In the days of coaching, before the introduction of railways, this road was remarkable for the vast amount of traffic which passed, and this notwithstanding it only formed one of the routes to Beading, Bristol, and the West of England; most of the coaches at that time going to Bead- ing by Colnbrook and Maidenhead, which, although a longer road, possesses a much larger population than that which adjoins the Staines road. The traffic, however, is still very great on the first eight miles out of London, namely, as far as Brentford; the whole of this space being at all times covered by innumerable light vehicles, mixed up with heavy traffic of almost every description. This Staines road occupies an entirely different district from those we have latterly been considering on the south side of the metropolis. These have generally passed over a high clay district, which appears in far distant ages, long before our mundane chronology attempts to record events, to have withstood the rush of waters which have excavated the valley of the Thames. Opposed to these, on the north side of the Thames, we have the high ground of Hampstead, Highgate, and part of Hornsey, where the fresh-water sands —a much more recent deposit than the clays of the south— have not been denuded, but have either formed the banksTHE STAINES, OB 0BEAT WESTEBN BO AH. 29 of the estuary or islands which have never been submerged beneath its waters. Supposing these sands on the north side to have bounded the estuary, we find its breadth, from Battersea to the foot of Hampstead-hill, to have been about five miles; from Upper Holloway to the rise of Brixton- hill, about six miles; from the rise of Epping-forest to Greenwich, about four miles and a half, and so'on, the breadth varying for some distance from four to six miles. Although the channel is thus contracted eastward of Lon- don, there seems on the west side to have been a great expansion; for, while on the south the boundary appears to have been the high lands which nearly follow the cir- cuitous course of the river from Windsor by Staines, Chert- sey, and Kingston, the northern boundary seems to have swelled out wider and wider by Uxbridge, Buislip, Pinner, by Stanmore, Highwood-hill and Southgate, and then to have trended southward by the side of that high tract which bounds the Lea on the east side. According to this view, Harrow-on-the-Hill and the sand-hills of Hampstead and Highgate w<)uld have been islands in this great lagoon, whose waters would sweep round and enclose them; but whether those solitary hills now standing, and composed of clay, were submerged or not, is difficult to say. With respect to the sand-hills, it is clear they have never been submerged. The road we have now to speak of lies entirely within this ancient lagoon, the breadth of which, from north to south, say from Pinner to Chertsey, was not less than fifteen miles; and it lies" so clear of all high lands and supposed ancient islands, that it is almost a perfect leveJ the whole way from London to Staines. This road passes out of London by Piccadilly and Hyde-park-comer, and proceed- ing along the south side of Hyde-park and Kensington- gardens, passes through Kensington, Hammersmith, and Turnham-green to Brentford, and throughout all this dis- tance of eight miles, is lined by an almost uninterrupted succession of houses. From Brentford the road proceeds in a straight line through Hounslow and East Bedfont on to Staines, a distance of sixteen and a half miles from Hyde- park-comer. Throughout this distance, with the exception of some slight bends at Kensington, Hammersmith, and Brentford, the road is practically a straight line. It has already been stated that this part of the road lies30 BO AD-MAKING. entirely in tlie London clay, and is nearly a dead level throughout; we have now, therefore, to examine its exten- sions beyond Staines. In the first place, there are two roads from Staines to Beading, which we shall distinguish by the terms “ Upper” and “ Lower” road; these two unite into one a little beyond Wokingham, and form the original old great western road through Newbury, Hungerford, and Marlborough to Bath and BristoL Second, there is the Bagshot road, which divides at Golden-farmer-hill, a little beyond Bagshot, into two branches, one of which goes down to Famham, where it unites with one of the roads already described as leading from Guildford through Famham, Alton, and West Meon, down to Gosport; while the other diverges in a more westerly direction to Basingstoke, Win- chester, and Southampton; and at the former of these towns a still more westerly branch leads off to Salisbury, Exeter, and Plymouth, forming the great road into Devon- shire and Cornwall. The upper road to Beading passes through the village of Egham, and immediately begins to rise up to the high ground forming Windsor-park, which is one of those exten- sive and elevated ridges of sand which we have seen pre- vailing so extensively m the neighbourhood of the roads to Guildford. This road continues to rise for more than two miles, before it attains the general level of Windsor Great Park, at this spot, which is a little, but not much, lower than the very highest part. . It bends considerably towards the north in going through the Park, and intersects the sources of several small streams which flow in a northerly direction into the Thames. Its course through the Park may be defined by the following points:—Bishop’ s-gate, Park-place, Snow-hill, where the long walk terminates, Watch-oak, near which it crosses the Queen’s-walk, and Holly-grove. It then skirts the north-west side of Cranboum-wood, and, at seven miles distance from Staines, turns at right angles into a westerly direction, and passes over Lovel-hiU by the north side of Ascot*place-park, then on to Winkfield and Maiden- green, where it suddenly turns again at right angles into a nearly southerly direction, and passes on to Haley-green and Newell-green, turning gradually into the proper or westerly direction, passing over Cabbage-hill, south of Bin- field-park, on to Tippen’s-hill. Then it goes south of Ash- ridge-wood, and shortly after bends into a south-westerlyTHE STAINES, OE GREAT WESTERN ROAD. 31 direction by Toutley-hall on to Toutley-common, where it joins the lower road to Beading, at the distance of seven miles from that place. The lower road to Beading, although much more level than the upper, is precisely the same length, the distance from London to Beading by each road being about forty and a quarter miles. After leaving the village of Egham, the lower road ascends Egham-hill, and proceeds by Wick- lodge and the Wheatsheaf, down to Cascade-bridge, where it touches the comer of Virginia-water, and crosses a small stream which rises from the sandy strata of Bagshot-heath, Sunning-hill, Ascot and Windsor-forest, and flows into the Thames below Chertsey. Just beyond Cascade-bridge the Beading road separates from the Bagshot road at twenty- one miles from London, the former taking a westerly direc- tion, and the latter pointing nearly to the south-west. Erom the twenty-first mile, the road proceeds along the south side of Windsor-park through Blacknest and on to Sunning-hill. It then proceeds in a straight line for nearly three miles, passing by Sunning-hill wells, the south side of Ascot race- course, Englemoor-pond, and Martius, soon after which it curves to the north at the crossing of Bullbrook, when it appears, from the shape of this part of the country, it should curve to the south to cross the brook higher up, and proceeds through the village of Bracknal across Priest- wood-common, and on to a place called Golden Acorn. Here the road makes a sudden bend to the south-west, and goes on to Erognall-green, when it bends into a direction north of west, and soon after enters Wokingham. In the town of Wokingham the road makes two bends in opposite directions, then proceeds in a tolerably straight course to Beading. It appears that the levels of this road might be materially improved between Wokingham and the twenty-seventh mile, a distance of four miles, the twenty-seventh mile being at the western extremity of that straight part which has been already described as commencing at Sunning-hill. This improvement would also effect a saving of distance equal to half a mile in a length of four miles. This road, as far district the London clay scarcely appears, but the plastic clay is extensively developed between Wokingham and Beading.32 BOAD-MAKIKG. The Bagshot read for four and a half miles beyond Starnes, namely, to the twenty-first mile, is identical with the road last described. It then proceeds by Shrubs-hill and Broom- hill-hut, over Bagshot-heath by Bagshot-park into the town of Bagshot. It then goes on by (xolden-farmer-hill, between Turf-hill and Crawley-hill on to Osnaburgh-hill, near the Military College at Sandhurst, about a mile beyond which, viz. at thirty and a half miles from London, it crosses the Blackwater river, which joins the Loddon a little south of Swallow-field, and flows into the Thames at Wargrave, a little above Henley. Beyond the Blackwater, the road proceeds over a farther succession of dreary wastes and commons, the principal of which are Yateley-heath and Hartford-bridge flats, and passes on through Winchfield and Old Basing to Basingstoke. This road, for a distance of fifteen miles, namely, from twenty-one to thirty-six miles from London, passes almost entirely over dry sandy heaths, in which little has even yet been done to induce cultivation. A great part of this district is perfectly flat, the construc- tion of the road has evidently cost very little, and it is difficult to see where any improvement could be made between Staines and Basingstoke. The Farnham branch, which separates from the Bagshot- road at Golden-farmer-hill, remains to be noticed. This road proceeds in nearly a straight course to Frimley, where it crosses the Blackwater about two miles higher than the Basingstoke road last described; it then proceeds by Wind- mill-hill to the west side of Farnborough-place-park, near which the South-Western railway crosses it,theFamborough station being fixed at the crossing of this road. Then the road goes on over Aldershot-heath by Bagman’ s-castle, crossing the Basingstoke canal at Bow-barge, and proceed- ing by a place called West-end, touches the eastern extremity of Hungary-hill, and descends by a rather circuitous course to the town of Farnham, where, as already explained, it joins the road from Guildford to Gosport. This road, like the preceding, passes chiefly over a considerable tract of sandy heath, very uninteresting and unvaried in its appear- ance. Here and there large tracts in the neighbourhood of the road have been planted with fir trees, which will in time ameliorate the hard knotty soil, containing much unde- composed fibrous vegetable matter, which forms the surface of these heaths, while an abundant application of lime, by decomposing and rotting this vegetable matter, will probablyTHE MAIDENHEAD BOAD. 33 in the course of a few years cause it to bear crops and to be worth cultivation. Its course being tolerably straight, no improvement suggests itself as to the mode in which the road has been laid out. THE MAIDENHEAD ROAD. This is another of the roads leading from the metropolis to Bath, Bristol, and the West of England; and as it joins the Staines road at Reading, the extensions beyond that place will apply equally to the road through Maidenhead; it is remarkable also that the length by each road to Read- ing is about the same. This road leaves the Staines road at Hounslow, ten miles from London, and proceeds in a straight direction to Cranford-bridge, where it crosses the Yedding-brook, a circuitous stream which works several flax-mills, powder-mills, and oil-mills, and flows into the Thames at Isleworth. The road bends into a more westerly direction at Cranford-bridge, and proceeds by Harlington- corner and the Magpies to Longford, where it crosses, in space of less than half a mile, three streams into which the river Coin is here divided, and proceeds on to Colnbrook, where, at seventeen miles from London, it crosses the main stream of the Coin. Erom Colnbrook the road proceeds in nearly a straight line to Slough, passes over Salt-hill, the scene of Eton Montem, and on to Two-mile brook, where it crosses a very small stream which flows into the Thames at Boveney. Erom this point the road runs nearly straight to Maidenhead, twenty-six miles from London, after pass- ing under the Great Western railway at the twenty-fifth mile, and a little further on passing over the river Thames. With the exception of the slight rise at Salt-hill, imme- diately beyond Slough, the whole length of this road from London to Maidenhead may he considered a practical level; it lies for the whole distance in the valley of the river Thames, in a flat, open, and probably diluvial district of country, almost entirely devoid of irregularity. This road is superior to the Staines Great Western road, inasmuch as on that road the low flat country ceases at Egham, eighteen miles from London, whereas the low flat country continues on the other road to Maidenhead itself, twenty-six miles from London. Beyond Maidenhead the road forms a sort of bow, bending to the north between that place and Twy- ford, thirty-four miles from London, which has the effect of B 334 BOAD-MAKIHG. throwing it into irregular ground at Yines-hill, Stubbing’s- heath, Knowl-hill, and other places, where the road skirts an elevated chalk country, which lies between itself and the river Thames, which here makes a great detowr to the north. The Great Western railway, between Maidenhead and Twyford, is a straight line, and the levels of the road would also be improved by adopting the same course. At Twyford, the road is on a comparatively low level, as it here crosses the river Loddon, at less than two miles from War- grave, where it joins the Thames. The road continues through a flat district of country from Twyford to Heading. In addition to the traffic passing through Maidenhead to Bath and Bristol, this place formed also a point on the main road through Lechlade and Cirencester to Gloucester and Cheltenham, and the greater part of South Wales. Some of the coaches also to Oxford, and even Birmingham, passed this Way, allured into the more circuitous road by the hope of passengers who did not possess the advantage of being located on the great Holyhead road. THE OXFORD ROAD THROUGH UXBRIDGE. This road leaves London on the north side of Hyde-park and Kensington, keeping parallel to the Staines road as far as Shepherd’ s-bush, nearly three miles from London. It there diverges into a northerly direction, and passes on, by Acton and Ealing-common, to the north side of the village of Ealing, where the Great Western railway almost touches it. The road then runs parallel to the railway, as far as Hanwell, and passes under it a little further on, namely, at eight and a half miles from London. It then passes on through Southall, over the Paddington canal, at ten and a half miles, by the Adam and Eve and Hayes-end, to Hil- lingdon. Here it makes a considerable curve to the south- west, to avoid the grounds of Hillingdon-house, and soon after enters Uxbridge, fifteen miles from London. Beyond Uxbridge, it crosses the Grand Junction canal and the river Coin, and continues in a straight course, by Ivy-house, to the west side of the village of Denham, where it bends into a more westerly direction, and proceeds, by Pinnington and Woodhill-farm, to Gerard’s-cross-common, a high and open part of the country. Leaving Gerard’s-cross, the road pro- ceeds in a tolerably straight course to Beaconsfield, passing on the north side of Bulstrode-park, and south of Wilton-THE OXFORD ROAD THROUGH UXBRIDGE. 35 park, through a high district of country. Beaconsfield is twenty-three miles from London, and the road proceeds from this place in a westerly direction to Holtspur-heath, immediately beyond which it descends rapidly into the val- ley of the Loudwater, a stream of short extent, but of great commercial importance, from the great number of valuable mills it works. This stream rises from the chalk beyond West Wycombe, flows down a deep valley in a south-easterly direction, sweeps round Wobum-hill, and falls into the Thames half a mile above Cookham. The road proceeds up the valley of this stream, keeping on the east Bide of it, and passing through the village of Loudwater by Wycombe-marsh and Basonbury to High Wycombe. It then continues, still on the east side of the Loud- water stream, for two miles in a straight line to West Wycombe, passing north of West Wycombe house, a little beyond which it leaves the valley, and bends to the south- west. It then passes by Mice-farm and St. Andrew’s, and, bending again, assumes its former north-westerly direction, and goes on, by Ham-farm, the Hut, and Beacon’s-bottom, to Stockenham-common, whence it proceeds, through Tets- worth, Rycote, and Wheatley, to Oxford. This road, as far as seventeen miles from London, or about two miles beyond Uxbridge, passes through a flat district of clay, containing some few ridges and irregularities, but not materially vary- ing in its character from that adjacent to the Staines and Colnbrook roads. There is a slight rise at Kensington and Notting-hill, another at Acton, and also at Hillingdon, near Uxbridge. With these exceptions, this first part of the road is tolerably level till it rises on to Red-hill, imme- diately beyond Denham. Prom this place to some distance beyond West Wycombe, say from seventeen miles to about thirty-five, the road may be considered to pass over a chalk district, because, although the ridges between the valleys frequently consist of clay or gravel, and sometimes of sand, these are mere patches resting on the chalk, and have gene- rally been denuded from the valleys in which the chalk is exposed. Thus gravel, clay, and sand, are all met with in the furrowed, broken, and irregular country between Ux- bridge and the valley of the Loudwater. In this part of the country, it is very common to find the operations of brick or tile-making and lime-burning carried on in the same plot of ground ; the clay being dug from immediately below the surface, while the chalk for burning into lime is36 ROAD-MAKIUGk procured from a shaft sunk through the clay, varying from a few feet to sixty or seventy feet in depth. The chalk is exposed on each side of the Loudwater valley, as far as West Wycombe. The main continuation of this road beyond Oxford goes on through Witney, Burford, and Northleach, to Cheltenham, Gloucester, and Tewkesbury; while roads branch off from one or other of those towns to most parts of Herefordshire, Monmouthshire, and the southern counties of Wales. Another important road from Oxford passes through Woodstock, Enstone, Shipston, and Stratford-on- Avon, and thence, through Henley-in-Arden, to Birmingham. ROADS TO AMERSHAM AND AYLESBURY. The most direct road to Amersham branches out of the Oxford road last described, about a mile beyond Denham, or eighteen miles from London, and proceeds up the valley of the Misboum stream, which rises from the chalk about a mile beyond Great Missenden, and flows into the Coin a little above Uxbridge. On leaving the Oxford road, the Amersham road rapidly descends into the Misbourn valley, and passing by Oak-end, and on the west side of Chaifont- park, goes on to Chaifont St. Peter, where it crosses the stream, passing over to the east side of it. Thence it con- tinues, by Gravel-hill, Water-hall, and Stoneage-pheasant, opposite to Chaifont St. Giles, which is on the west side of the stream. The road then proceeds, still on the east side of the valley, by New-house, the Hut, Harwood-downs, &c., on to Amersham ; just before coming to which it again crosses the stream. This road, with the exception of the abrupt descent on leaving the Oxford road, appears to be judiciously laid out in its progress up the valley; and even this descent it would be difficult to avoid without making an additional line of road, and so joining the Oxford road at the foot of Bed-hill, which is little above the level of the * stream opposite Denham. The other road to Amersham is a mile longer than the one just described, and passes over a much more irregular country. It leaves London by the well-known Harrow- road, which may be viewed as a continuation of the City- road and New-road, and, passing through Paddington in rather a crooked direction, crosses the Paddington canal near Westbourne-green, and proceeds on the north-east side of the canal by Kensal-green, bounding there the cemetery ofROADS TO AMERSHAM AND AYLESBURY. 37 that name, and crossing at the comer of the cemetery the London and North-Western railway, which here passes under an archway, and where the road is carried over, at the same time that it extends under a corner of the ceme- tery which it was necessary to preserve intact. The road then passes on over Honeypot-hill, by Holsden-green, near Greenhill-house, opposite which it begins to descend Honeypot-hill, which it never ought to have ascended, and could very easily have avoided. At five miles from London commences the descent, by the road suddenly bending at right angles to the south, from which point it twists round again into its proper direction, till on crossing the Brent near the sixth mile, it again attains the north- westerly course. Before reaching the seventh mile, however, that is, when just opposite Wembly-park, it again totally alters its direction, proceeding to the eighth mile in a course rather south of west,there again changes,pointing now nearly to the north; and after several other bends, curves, and irregular unmeaning gyrations, mounts right up into the High-street of Harrow-on-the-hill. Having attained this elevation, which is a mere isolated ridge, about three miles in length, by an average breadth of a mile and a half, and which sends off streams from innumerable points all round its circum- ference, the road proceeds along it in the longest direction, and having completely passed through the village of Har- row, descends at the north end of it. The road then proceeds, through the same infinite variety of twists and bends, to Hooking-green and Pinner, which is probably one of the most crooked and irregular villages in England. Be- yond Pinner, the road proceeds over Pinner-green, in a north-westerly direction, to Batchworth-heath, a little more than sixteen miles from London. It then passes for a mile and a half on the south-west side of Moor-park, and, cross- ing the river Coin and Grand Junction canal, arrives at Rickmansworth. Thence it passes on the west side of Bickmansworth-park, which separates it from the valley of the Chess, and then on to the north side of Chorley-wood common. It then passes on to Green-street, where it bends into a westerly direction; is parallel to the Chess, and within half a mile of it, for a distance of a mile and a half, when it twists in several directions, and goes on to Loudhams, within two miles and a half of Amersham. At Loudhams the road assumes nearly a westerly direction, passing on the north side of Beel-house. Then, within one38 BOAD-MAKING. mile of Amersham, it bends at right angles into a southern direction, and joins the Uxbridge-road to Amersham about half a mile before entering the town. The two roads being here united into one, it continues through the town of Amersham, and proceeds still in the Misbourn valley, pass- ing by Little Missenden and Great Missenden, and then on to Windover, through an open gap in the chalk, and so, with no great variation, to Aylesbury. This road, between London and Amersham, although about the same length, or perhaps a little longer than the road by Uxbridge, ought to be much shorter, its general direction being much straighter, Harrow and Pinner being actually in the straight lme between London and Amer- sham, and Eickmansworth not more than two miles north of the straight line. On the other hand, the road by Han- well, Uxbridge, and Chalfont St. Peter, is a complete bow or arc ; the first of these places being four miles, Uxbridge be- ing five miles, and Chalfont St. Peter being two miles out of a straight line drawn from Amersham to Cumberland-gate* Hyde-park. The reason, then, of the road being much the straightest in general direction is to be sought for in the in- numerable short bends and twists which have been noticed in describing its general course. Pirst, there are the various bends which it makes in going over Honeypot-hill, and the bend at Wembly-park. These might all be avoided, with all the irregularity of ground which the bending, after all, does not appear designed to meet; and, at the same time, half a mile of distance may be saved in four miles of road, by bending it at the corner of Kensal-green cemetery, so as not to cross the railway at all, and carrying it between the railway and the Paddington canal, as far as Apperton, thence sweeping round by a great curve into the present road at the Swan. With respect to the passage over Har- row-hill, this of course is not to be avoided, except at the expense of sacrificing the convenience of the town, which is probably not to be overlooked. It certainly does seem, however, that a more direct course might be taken on leav- ing Harrow ; that between that point and Pinner the road might be shortened; and, particularly at Pinner, that it might be very much improved. Prom Harrow to Pinner, and indeed nearly as far as Eickmansworth, the road passes over a high country, which although geographically con- sidered as part of the valley of the Thames, yet has lost its valley character, and become the summit from which flowTHE ST. ALBAN’S BO AD. 39 the feeders of the Yedding-brook and the river Coin. The road might be somewhat shortened by removing objection- able bends between Pinner and Rickmansworth, but perhaps not materially improved in its levels. Prom Rickmans- worth the road passes on for nearly seven miles in a tolerably easy country, which may be termed the valley of the Chess, a stream which rises a little beyond Chesham, and flows through the chalk, by Flaunden and Chenies, to Rickmans- worth, where it joins the river Coin. A part of the road between Rickmansworth and Amersham may be greatly improved, and at the same time shortened, by avoiding that great bend which has been before described, at one mile from Amersham. The road should turn off at Loudhams, two and a half miles from Amersham, and curve gradually round into a westerly direction, until it joins the TJxbridge- road at the same point as at present. Thus it would have a much more gradual fall into the valley of the Misboum than the existing road, and would be fully half a mile shorter in a distance of little more than two miles. The extensions of this road beyond Aylesbury go on in one direction, through Bicester, Enstone, Chipping Norton, Moreton-in-the-Marsh, Broadway, and Evesham, to Wor- cester, and thence to Leominster, Tenbury, and Bewdley, also to Aberystwith and the central counties of Wales. Another road from Aylesbury leads on, through Bucking- ham and Banbury, to Stratford, Warwick, Coventry, and Birmingham. THE ST. ALBAN'S ROAD. The road to St. Alban’s through Edgeware possesses some interest, because it is the shortest route to St. Alban’s and a host of places beyond, and because there is abundant evidence of its having been the work of the Romans, whose skill and sagacity it very strikingly exhibits. It leaves London at Cumberland-gate, and proceeds through Pad- dington, in one undeviating straight line, as far as Brockley- hill, a distance of more than ten miles from Cumberland- gate. k It passes over what is now called Maida-hill, a sloping tract of ground lying west of the Regent’s-park, and proceeds by Kilburn-priory on to Kilbum-wells, where it crosses over the London and North-Western railway. It then proceeds through Kilburn-vale, one of those hollows leading up to the side of Hampstead-hill, and passes on by40 BOAD-MAKING. Shoot-up-"hill to the Slade and Lower Oxgate farm. Shoot- up-hill is separated by a depression from the elevated slope of Hampstead-hill, and through this depression the road passes. The Slade and Lower Oxgate farm mark two sources of the river Brent, indicating the road to be still on comparatively high ground. The road then goes on to cross other feeders of the Brent, having their sources higher up in the country towards Eryern Barnet and Whetstone, passes near a few houses called the Hyde, then adopts the valley of one of the principal feeders of the Brent, which rises beyoud Edgware, in fact from the side of Brockley-hill. The road passes through the long street of Edgware and Little Stanmore, and ascends to the summit of Brockley- hill, where was fixed the famous station called Sullonicce. The road then bends somewhat out of its direction, and crosses over an intermediate depression to Elstree-hill, which is only a mile distant from Brockley-hill. At the end of the village of Elstree, the road takes another bend in the direction of St. Alban’s, and proceeds in another per- fectly straight line to St. Stephen’s, one mile from the centre of the town. Beyond Elstree the road passes by Medburn, and then proceeds nearly to St. Stephen’s, in the valley of a branch of the Coin, which branch rises from several sources springing from the high ground of Elstree, Brockley-hill, and the neighbourhood. It passes on the west side of Kendal-hall, west of Aldenham-lodge, by Colney-street and Park-street, where it crosses the Coin itself, and then over two small rises in the ground to St. Stephen’s. Erom this point the ancient road probably went on still in a straight line to Verulam, the Homan name for St. Alban’s, but now more particularly applied to a part situate on the stream of the Coin, westward of the town. To the part now called Verulam the straight road from Elstree to St. Stephen’s directly points, but the pre- sent road bends at St. Stephen’s, and after again crossing the Coin, rises rather abruptly into the centre of the town. The levels of this road are favourable, as it keeps a suf- ficient distance from the high ground on the western side of Hampstead to avoid its irregularity. About two miles further on it begins to ascend, and continues gradually to the summit of the country at Brockley-hill. The road here bends to Elstree-hill, obviously for military purposes, and then gradually descends a valley leading into the Coin,THE GREAT HOLYHEAD ROAD THROUGH BARNET. 41 about a mile and a half south of St. Stephen’s. A modem engineer would probably see no reason to alter this road anywhere except at the summit, which he would probably cross between Brockley-hill and Elstree, in a north-westerly direction, taking on each side the hollows of the two streams, which flow on opposite sides and in opposite direc- tions. On the south side of this crossing he would carry the road in a straight line nearly in the valley of the stream, to join the present road somewhere about Edge- ware, and on the north side would pass close to the reser- voir, and fall into the present road half a mile north of Medburn. THE GREAT HOLYHEAD ROAD THROUGH BARNET. This was one of the most celebrated of all the roads out of London, as it carried nearly all the traffic between the metropolis and Liverpool, Manchester and Birmingham, besides being the great highway to Ireland, by way of Chester and Holyhead. It is still under the management and direction of a parliamentary board, termed the Com- missioners of the London and Holyhead road; with a competent staff of officers and assistants, including an engineer, who reports annually on the state of the whole road. Like all other turnpike roads, it is, nevertheless, divided into trusts ; and the trustees of each district appoint their own surveyor, and exercise a local management of the repairs, &c.; but when any improvements are to be made, these are executed under the control of the parliamentary commissioners and their engineer. This road, the most important probably in the kingdom for purposes of mail-coach travelling, may be said to com- mence at the General Post Office in St. Martin’s-le-Grand, whence it passes by Goswell-street to the Angel at Isling- ton, and thence through Islington to Holloway. The road formerly ascended up Highgate-hill to the village of High- gate, and descended on the other side to Abbot’s-farm; but of late years a great improvement has been made by carry- ing the road on the east side of Highgate, and making a deep cutting through the hill. This has had the effect both of straightening the road and greatly improving its levels. After leaving Highgate, the road proceeds by Abbot’s-farm and Brown’s-wefls, crossing near their source two small42 BO AD-M AKIN G. feeders of the Brent, and then begins to ascend an elevated ridge of country from which tributaries of the Brent rise on one side, and those of the Lea on the other. The road continues about a mile on this ridge, and then passes through Whetstone. It then very gradually descends, passing by Grreenhill-grove and the old Poor-house, a little beyond the tenth mile from London. The ascent from the fairfield up to Chipping Barnet was formerly very steep, but of late years has been much improved by a very high embankment, which fills up the hollow, and reduces the inclination to about one in thirty. Passing through the street of Barnet for rather more than a quarter of a mile, the road bends suddenly to the left in the direction of St. Alban’s, while the great north road goes straight through the town in the direction of Hatfield. After leaving Barnet, the Holyhead road proceeds on to the Green Dragon, passing between Durham-park on the west, and Wrotham-park, the seat of Mr. Byng, on the east side. It then goes on by Laurel-lodge to South Mims, where a new piece of road has been made to avoid a bend, and then proceeds in a straight line to Badge-hill, where also the old course of the road has been diverted, and a deep cutting made through the hill. Prom Bidge-hill the road proceeds to London Colney, where it crosses the river Coin, and thence continues through a tolerably flat country to the Mile-house, situate one mile from St. Alban’s. Prom this place it ascends to and enters St. Alban’s on the east side of the town. Prom St. Alban’s the road proceeds in a northern direction through Harpenden, Luton, and Barton, to Bedford; but this road was never much used by coaches going northward from the metropolis, as they used the road which leaves the present one at Barnet, and which will be described next in order. By far the most impor- tant road from St. Alban’s is the great Holyhead road, which passes on through Dunstable, Hockliffe, Penny Stratford, Stoney Stratford, Towcester, Weedon, Daventry, Dunchurch, and Coventry, to Birmingham. Prom Bir- mingham the great Holyhead road goes on by Wolver- hampton and Market Drayton to Chester, and thence by Conway and Bangor, across the Menai-bridge, and through the Isle of Anglesea, to Holyhead* A considerable section of the modem Holyhead road, namely, from St. Alban’s to Weedon Beck, occupies the site of the ancient Boman Watling-street, which went onTHE GREAT NORTH ROAD BY BARNET AND HATFIELD. 43 between Clifton and Crick to Wibtoft, near Lutterworth, where it intersected the great Fosseway, another Homan road, leading from Cirencester to Lincoln and York. It then went on in a straight line to Atherstone, and thence by Ensor and Fazeley, by Drayton Manor, near Tamworth. Then it went on by Norton and Stretton to Weston and Wellington, and so to Shrewsbury. The first part of the Watling-street from London to St. Alban’s has been already described; and as the Holyhead road first adopts the old Homan road at St. Alban’s, the question naturally arises, why was the first section of it from the metropolis to St. Alban’s rejected in favour of the road by Barnet F The levels of the Homan road are decidedly superior, the distance from the Post Office to St. Alban’s about the same by each road, while from the west end of London the Homan is two miles shorter, being only nineteen miles, while the other is twenty-one miles. The principal objec- tions to the Barnet road are the ascent of the Highgate- archway road,—which is still serious, notwithstanding the improvements that have been made,—and the very steep hill on the south side of Barnet. No convenience connected with the peculiar department of the Post Office, such as the delivery of mail-bags at the intermediate villages, could have compelled the use of the Barnet road by the Holyhead, Chester, and Liverpool mails, because the great northern road, which of necessity passes through Barnet, was suffi- cient to serve for their supply, while the villages between Barnet and St. Alban’s are very insignificant, and could have been supplied by foot-posts without any inconvenience. It still remains, therefore, a matter of considerable sur- prise, why the Barnet road was preferred to the Homan road by Edgeware, not only by the mails, but by nearly all the coaches which made use of the Holyhead road. THE GREAT NORTH ROAD BY BARNET AND HATFIELD. This road, as before explained, is identical with the Holyhead road as far as Barnet. It goes on through the long street of that place, and passes by Monken Hadley, skirting for a mile and a half on the east side of Wrotham- park, passing thence by Gar wick-corner to Potter’s-bar; then on to Littleheath and Swanley-bar, on the east side of Brockman-park, by Bell-bar and Woodside, whence it goes on for a mile through Hatfield-park, the seat of the Mar-u BO AD-M AKIN Gh quis of Salisbury; then bends to the north, and skirts the park on the west side as far as the town of Hatfield, through the street of which the descent is very rapid, very crooked, and dangerous. Beyond Hatfield the road goes on by Welwyn and Hitchin to Shefford, Bedford, Higham Ferrers, Kettering, Market Harborough, and Leicester. Another branch, being in fact the great north road, goes off at Welwyn through Baldock, St. Neot’s, Alconbury- hill, Stilton, Stamford, Grantham, Newark, East Retford, Bawtry, Doncaster to York, Leeds, Newcastle, Carlisle, Edinburgh, and Glasgow, and all parts of Scotland. The principal objection to this road near London, is the danger- ous and inconvenient hill in the town of Hatfield. It is singular that this has been allowed to exist so many years, when the slightest observation of the natural drainage of the country would at once point out how it might be avoided. For a mile and a half before approaching Hat- field, the valley in which the road ought to pass, here distant about half a mile to the west, is distinctly visible. As the Great Northern railway is to pass down this valley for some miles, altogether on the west side of Hatfield- park, an arrangement has been made, and an Act of Parlia- ment obtained, for carrying the road alongside the railway for several miles, by means of which the highly objection- able hill in the town of Hatfield will be entirely avoided, and the new piece of road will join the present one at the lower and northern end of the town, where the ground is quite flat. Many other objections might be taken, not only to the rest of the road between Hatfield and St. Alban’s, but to the whole of the road to London. It appears, in fact, that the whole of the first fourteen miles, namely, from London to Potter’s-bar, would be improved by adopting the road now used by some of the Hatfield coaches, by Ball’s pond, east of Hornsey, Southgate, be- tween Beech hill and Trent-park, and joining the present road at Potter’s-bar. This road is not longer than the present turnpike road, which it entirely avoids. Highgate- hill, and the summit corresponding with Bamet-hill, is crossed under much more advantageous circumstances.RUDIMENTS OP THB ART OF CONSTRUCTING ROADS. CHAPTER I. THE EXPLOBATION OF BO ADS. No surer indication can be afforded of the extent of a country’s trade, or even of its advancement in civilisation, than the existence of good and sufficient means of internal communication: for since it is one of the wise dispensa- tions of Providence that many of those commodities which the present artificial state of society teaches us to regard as necessaries, are very unequally distributed, some being wanting in certain localities where again others are only found, it becomes necessary, in order that all may be equally well served, that an interchange of these commodi- ties should take place, so that the whole country may par- ticipate equally in the enjoyment and use of those things Which would otherwise be confined to only certain districts. Thus, we may have in one part of a country huge forests, stocked with various kinds of timber; in another, extensive tracts of fertile land, capable, if properly cultivated, of yielding supplies of com and other produce, sufficient for the support of a densely-populated country; in a third, mineral treasures, coal and iron, or the more precious metals; in another, stone, well adapted for the construction Of houses, and for other building purposes: and yet, with all these latent treasures dispersed throughout the country, of what avail would they be, unless the means were pos- sessed of conveying them to every part of the land, and46 THE EXPLORATION OP ROADS. thus distributing to all what would otherwise be enjoyed but by a few ? It is not, however, only for the purposes of its own inter- nal trade that good means of communication are required; they become even more necessary, to ensure an extensive commerce with foreign countries, to enable the peculiar produce of the several districts to be brought together to those parts of the coast which have been either naturally or artificially formed into ports, and then again to distri- bute to every part of the country the goods brought in exchange from foreign lands, comprising frequently the necessaries as well as the luxuries of human life. And further, good means of internal communication are essential for the proper defence of a country (whether island or continental) against either the attacks of foreign aggres- sors or civil tumults, rendering a much smaller standing army necessary for this purpose than would otherwise be required, and reducing one of the most costly and most odious burdens which a civilised country can be subjected to. Such being the case, it will not be a matter of surprise that, from the earliest periods, and in all nations having any pretensions to civilisation, the establishment and im- provement of the means of internal communication has always been regarded as a consideration of primary im- portance ; and one which has engaged the highest talents of the civil engineer, the result of whose exertions devoted to this object has been the perfection of common roads, .railways, and canals. It is not necessary to enter into the comparative merits or advantages of these several means of communication, in order to establish the importance and necessity of com- mon roads. For although, under certain circumstances, it might be questionable which of the three would be the best adapted for serving the tract of country through which it was to pass, there are an innumerable number of cases in which only the common road could be advantageously em- ployed. Railways and navigable rivers or canals may boTHE EXPLORATION OE ROADS. 47 regarded as the arteries of traffic; while common roads are simply the veins or smaller ramifications through which the means of conveyance are carried into every nook and comer of the land. It would he quite impracticable so to inter- sect any country with canals or railways as to obviate the necessity of common roads, or to make the former univer- sally supersede the latter. The formation of a perfect general system of railway communication necessitates the construction of several new common roads, in order that towns situated at some dis- tance from the nearest line of railway may fully participate in the benefits to be derived from it. We have been led into these remarks because many might think that, since the general adoption of railways, the construction of common roads had become of minor importance, and was hardly worthy of much consideration; whereas, in truth, they are in a great degree mutually de- pendent upon each other, as regards their utility and suc- cess. The present work is confined entirely to the art of constructing common roads, in situations where none pre- viously existed, and to the repair of those already made. Before entering into the practical details of their con- struction, it will be desirable to go into the subject of the exploration of roads, or the manner in which a person should proceed in exploring a tract of country for the purpose of determining the best course for a road, and the principles which should guide him in his final selection of the same. Let us suppose that it is desired to form a road between two distant towns, A and b, fig. 1, and let us, for the pre- sent, neglect altogether the consideration of the physical Fig. 1. i>48 THE EXPLORATION OP ROAD 9, features of tlie intervening country; assuming that it is equally favourable, whatever line we select. Now, at first sight, it would appear that, under such circumstances, a perfectly straight line drawn from one town to the other would be the best that could be chosen. On a more care- fill examination, however, of the locality, we may find that there is a third town, c, situated somewhat on one ride of the straight line which we have drawn from A to b ; and, although our primary object is to connect only the two latter, that it would, nevertheless, be of considerable ser- vice if the whole of the three towns were put into mutual connection with each other. Now this may be effected in three different ways; any one of which might, under cer- tain circumstances, be the best. In the first place, we might, as originally suggested, form a straight road from a to b, and, in a similar manner, two other straight roads from a to c, and from b to c, and this would be the most perfect way of effecting the object in view; the distance between any two of the towns being reduced to the least possible. It would, however, be attended with considerable expense, and it would be requisite to construct a much greater length of road than according to the second plan, which would be to form, as before, a straight road from a to b, and from c to construct a road which should join the former at a point d, so as to be perpendicular to it; the traffic between a or b and c, would proceed to the point n, * arid then turn off to o: with this arrangement, while the length of the roads would be very materially decreased, only a slight increase would be occasioned in the distance between c and the other two towns. The third method would be to form only the two roads a c and c B, in which case the distance between A and b would be somewhat in- creased, while that between a and c, or b and c, would be diminished; the total length of road to be constructed would also be lessened. As a general rule it may be taken, that the last of these methods is the best, and most convenient for the public; that is to say, that if the physical character of the countryTHE EXPLORATION OF ROADS. 49 does not determine the course of the road, it will generally be found best not to adopt a perfectly straight line, but to vary the line so as to pass through all the principal towns near its general course; for the reason, that the public may be conveyed from town to town with greater facility and less expense than if the straight line were adopted, and the towns were merely made to communicate with it by means of branch roads: since, with the first arrangement, any vehicles established to convey passengers or goods between the two terminal towns, would pass through all those which were intermediate; while, if the straight line and branch- road system were adopted, it would be requisite also to have a system of branch coaches to meet the coaches on the main line. In laying out a road in an old country which has been long inhabited, and in which the position of the various towns, &c., requiring road accommodation is therefore al- ready determined, we are left less at liberty in the choice and selection of the line of road, and must be guided in that choice by different considerations to those which would determine the line of a road made through a new country, where our only object was to establish the easiest and best road between two distant stations. In the first case we should take into consideration the position of the various towns and other inhabited districts situated near the in- tended road, and its course would be, to a certain extent, controlled thereby; while, in the second case, we should simply examine the physical characters of the country, and base all our proceedings on the result. Whichever of these two cases, however, may have to be dealt with, in the ultimate selection and adoption of the line of road between those points which are fixed by other circumstances, the same careful examination of the physical character of the country should be made, and the same principles should control the choice. In examining almost any tract of country, one of the first points which must attract our notice is the unevenness or undulations of its surface; but if we extend our observation e50 THE EXPLORATION OP ROADS. a little further, we shall perceive, even in the most appa- rently irregular countries, the same general principle of conformation. We shall find the country intersected in various directions by rivers decreasing in size as they leave their point of discharge; from these main rivers we shall find lesser ones branching off on both sides, and running right and lefb through the country, and from these again still smaller streams and brooks; furthermore, we shall find the ground falling in every direction towards these natural watercourses, forming a ridge, more or less elevated, run- ning between them, and separating from each other the districts drained by each separate stream. In all cases it should be the first business of a person, engaged in laying down a line of road, to make himself thoroughly acquainted with all these features of the country; he should possess himself of a plan or map, showing accurately the course of all the rivers and princi- pal watercourses, and upon this he should further mark the lines of greatest elevation, or the ridges separating the several valleys through which they flow; it would also be of peculiar service if the plan contained contour lines showing the comparative levels of any two points, and the rates of declivity of every portion of the country’s surface. The system of showing upon plans the levels of the ground by means of contov/r lines is one of so much utility, not only in the selection of roads and all other lines of communication, but in the drainage of towns, as well as their supply with water, in the drainage and irrigation of lands, and for almost all purposes, that we have inserted a plan of the City of London* (fig. 2), which illustrates its application. It will be observed that, upon this plan, there are a number of fine lines traversing its surface in various directions, and, where they approach the borders of the map, having figures written against them: these lines are termed contour lines, and they denote that the level of the ground is identical throughout the whole of their course, that * This plan is taken from the Report on the Health of Towns, and is made from levels taken from Mr. Butler Williams.I52 THE EXPLORATION OF ROADS. is, that every part of the ground over which the line passes is a certain height above some known fixed point, which height is indicated by the figures written against the line. If we examine the map, for example, we shall find at the point a, in Smithfield Market, a line with the figures 57 attached, which indicates that the ground in that spot is 57 feet above some point to which all the levels are referred. If we now trace the course of the line, we shall find that it cuts Newgate Street at the point b, passes thence to the bottom of Paternoster Bow at the point i, through St. Paul’s Churchyard at c, to Cheapside at d ; it then curves round towards the point from which it first started, and crosses Aldersgate Street twice, at E and f ; it then, after intersecting Pore Street, Cripplegate, in the point a, again meets the boundary of the City at h. We learn, there- fore, by tracing the course of this line, that each of these points is the same height, namely, 57 feet above a certain fixed point, termed the datum; and which point, in the present instance, is 10 feet below the top of the cap-stone at the foot of the step, on the east side of Blackfriars Bridge. Each of the lines in fig. 2 indicates a difference of level of 18 inches; so that by counting the number of these lines which intersect a street or road in any given distance, we ascertain at once the rise or fall in the same. Thus, if we look at the line of Bishopsgate Street, we see near the north end the contour line 45, indicating that that point in the street is 45 feet above the datum, and we find nine lines intersecting the street between this point and the top of Comhill; we know, therefore, that this point is (1*5 x9=) 13*5 feet above the other end of the street, or 58*5 feet above the datum. We are also enabled to judge of the rate of inclination of the ground by the proximity or distance of these lines; thus we see that on the north- ern side of the City, where the ground is comparatively level, the lines are far apart; whereas, on the side next the Thames, and again on each side of the line of Parringdon Street (which marks the course of the valley of the old river Pleet), where the surface is very hilly, we find the contour lines close together.THE EXPLOBATION OP BO ADS. 53 We have prepared a plan (fig. 3) showing an imaginary tract of country, to illustrate more clearly the mode of show- ing by means of contour lines the physical features which may belong to it. The hatched line, e r a h i, is supposed to be the elevated ridge, encircling the valley shown in the plan; the fine black lines are contour lines, indicating that the ground over which they pass is at the altitude above some known mark expressed by the figures written against them in the margin; and it will be observed that these lines, by their greater or less distance, produce the effect of shading, and make apparent to the eye, at one view, the undulations and irregularities in the surface of the country. In laying out a line of road there are three cases which may occur, and each of these is exemplified in the plan (fig. 3) : first, the two places to be connected may be both situated in the same valley, and upon the same side of it, that is, not separated from each other by the main stream which drains the valley, as the towns a and b on the plan; and this is the simplest case which can occur : secondly, although both in the same valley, they may be on the oppo- site side of the valley, as a and o, being separated by the main river: thirdly, they may be situated in different valleys, so as to be separated by an intervening ridge of ground more or less elevated, as a and d. In laying out an extensive line of road, it frequently happens that each of these cases occurs, and that, perhaps, frequently, during its course; we shall, therefore, now proceed to point out the various methods which might in each case be pursued, and afterwards to lay down the general principles which should determine our choice of them. Before doing so, however, we should perhaps observe, although it must be almost obvious to all, that the most perfect condition of a road is that in which its course is perfectly straight, and its surface perfectly level; and that, all other things being the same, that is the best road which approaches nearest to this state. Now, in the first case supposed (that of two towns situ-54 THE EXPLORATION OF EOADS. Fig. 3. 9 12 15 15 15 18 21 24 27 30THE EXPLORATION OP ROADS. 65 ated on the same side of the main valley), there are two methods which might be pursued in forming a communica- tion between them: we might either make a road following the direct line between them, shown by the thick dotted line a B, or we might adopt a line which should gradually and equally incline from one town to the other, supposing them to be at a different level, or, if at the same, keeping at that level throughout its entire course, and following all the sinuosities and curves which the irregular formation of the country might render necessary for the fulfilment of these conditions. And in the first method (that of a direct line between the two places), we might either form a level or equally-inclined road from one to the other, forming em- bankments and cuttings where necessary to attain these objects, or we might avoid these expensive works, and make the surface of the road conform to that of the country. Now, of all these the best is the straight and equally- inclined (or level, as the case may be) road, although at the same time it is the most expensive ; and if the import- ance of the traffic passing between the places is not suf- ficient to warrant so great an outlay, it will then become a matter of consideration whether the course of the road should be kept straight, its surface being made to undulate with the natural face of the country, or whether, a level or equally-inclined line being taken for its surface, the course of the road should be made to deviate from the direct line, and follow the winding course which such a condition is supposed to necessitate. In the second case, that of two places situated on oppo- site sides of the same valley, we have, in like manner, the choice of a perfectly straight line to connect them, which would probably require a heavy embankment if the road were kept level, or steep inclines if it followed the surface of the country; or we may, by winding the road, carry it across the valley at a higher point, where, if the level road were taken, the embankment would not be so high, or, if kept on the surface, the inclination would be reduced. In the third case, we have in like manner the alternative50 THE EXPLOBATIOX OF BOADS. of carrying the road across the intervening ridge in a per- fectly straight line, or of deviating to the right or left, and crossing at a point where the ridge is less elevated. In all these cases, the proper determination of the question, which of these courses is the best under certain circumstances, involves one of the most difficult points to solve, which is, the comparative advantages and disadvan- tages of inclines and curves; that is, what additional in- crease in the length of a road would be equivalent to a given inclined plane upon it, or conversely, what inclination might be given to a road, as an equivalent to a given decrease in its length. In order to a correct solution of these questions, it is requisite that we should know the comparative force required to draw different vehicles with given loads upon level and variously-inclined roads. We shall, therefore, before proceeding further, investigate this subject, and show the manner in which we may determine the tractive force required upon roads of any given inclina- tion. It has been attempted to investigate mathematically the resistances which oppose themselves to the motion of various descriptions of vehicles drawn along horizontal roads, whose surfaces were formed of different materials, and in different states of smoothness. No satisfactory result, however, has been obtained, because we are ignorant of the data which are essentially requisite to enable us to arrive at a correct conclusion. We should, for instance, know the relative amounts of resistance occasioned by a wheel drawn along a hard smooth road, such as a good macadamized road, so hard that the wheel can make no appreciable impression upon it; upon the same road when newly covered with stones, and when the passing of the wheel over them crushes these stones in a greater or less degree; upon a gravel road, the surface of which is soft, so that the wheel in its passage sinks into the road and forms a rut; upon a similar road covered with stones which are partially crushed and partially forced down into the soft road by iiie wheel passing over them; or upon a stone pave-THE EXPLORATION OE ROADS. 57 ment, such as is common in the streets of towns, laid with more or less regularity, and in passing over which the resistance is felt in jerks, as the wheels hound from stone to stone. Many other cases might be mentioned, in which we should be equally at a loss to assign a correct value to the resistance which would be experienced by a carriage drawn along the particular description of road supposed. Although, therefore, some of the attempts which have thus been made have been very ingenious, and have shown the mathematical skill of the investigator, they have done little besides, and would be out of place in the present work. In cases of this description, the best practical method of proceeding is by experiments sufficiently careful and extensive to determine the amount of resistance in each particular case, from which we may then determine an empyrical formula or rule, which will enable us to generalise the results of our experiments, and apply them with suf- ficient accuracy for practical purposes to any particular, case we may wish. The following are the general results of the experiments made by M. Morin upon this subject, at the expense of the French Government:— 1st. The traction is directly proportional to the load, and inversely proportional to the diameter of the wheel. 2nd. Upon a paved or hard macadamized road the resist- ance is independent of the width of the tire, when it exceeds from three to four inches. 3rd. At a walking pace the traction is the same, under the same circumstances, for carriages with springs and without them. 4th. Upon hard macadamized, and upon paved roads, the traction increases with the velocity : the increments of traction being directly proportional to the increments of velocity above the velocity 3*28 feet per second, or about 2± miles per hour. The equal increment of traction thus due to each equal increment of velocity is less as the road is more smooth, and the carriage less rigid or better hung. 5th. Upon soft roads of earth, or sand or turf, or roads c 358 THE EXPLORATION OF ROADS. fresh and thickly gravelled, the traction is independent of the velocity. 6th. Upon a well-made and compact pavement of hewn stones, the traction at a walking pace is not more than three-fourths of that upon the best macadamized roads under similar circumstances; at a trotting pace it is equal to it. 7th. The destruction of the road is in all cases greater, as the diameters of the wheels are less, and it is greater in carriages without than with springs. The next experiments which we shall quote, are those of Sir John Macneill,* made with an instrument invented by him for the purpose of measuring the tractive force re- quired on different descriptions of road, under various circumstances. The general results which he obtained are given in the following table, the numbers in which exhibit the tractive force requisite to move a weight of a ton under ordinary circumstance, at a very low velocity upon the several kinds of road mentioned. Description of road. Force, in pounds, re- quired to move a ton. On a well-made pavement . 33 46 65 147 On a road made with six inches of broken stone of great\ hardness, laid either on a foundation of large stones, set in L the form of a pavement, or upon a bottoming of concrete.. J On an old flint road, or a road made with a thick coating of) broken stone, laid on earth J On a road made with a thick coating of gravel, laid on earth.. Sir John Macneill has also given the following arbitrary formulae,t for calculating the resistance to traction on various kinds of roads; they have been deduced from a considerable number of experiments made on the different kinds of road specified below, with carriages moving at various velocities. Putting r for the force required to * Sir H. Parnell on Roads, p. 73. + Ibid., p. 464.THE EXPLORATION OE ROADS. 59 move the carriage, w the weight of the carriage, w that of the load, all expressed in pounds, v the velocity in feet per second, and c a constant number, which depends upon the surface over which the carriage is drawn, and the value of which for several different kinds of road is as follows ;— On a timber surface ........................................ c =» 2 On a paved road............................................. „ 2 On a well-made broken stone road, in a dry clean state ...... ,, 5 On a well-made broken stone road, covered with dust........... „ 8 On a well-made broken stone road, wet and muddy............... „ 10 On a gravel or flint road, in a dry clean state ............. ,, 13 On a gravel or flint road, in a wet and muddy state........... „ 32 We have, in the case of a common stage wagon- B =W + W. + Z+OVi . 93 40 and in the case of a stage coach— B=W-+w + — + e v; 100 40 (1-) (2.) These formulae, being reduced to verbal rules for the convenience of those not conversant with algebraical ex- pressions, are as follows :— Bule.—Divide the weight of the carriage when loaded, in pounds, by 93 if a wagon, or 100 if a coach, and to the quotient add one-fortieth of the weight of the load only; the sum, added to the velocity in feet per second, multiplied by the proper number taken from the above table for the particular kind of road, will give the force in pounds required to draw the carriage at the given velocity upon that description of road. Bor example: what force would be requisite to move a stage-coach weighing 2,060 lbs., and having a load of 1,100 lbs., at a velocity of 9 feet per second, along a broken stone road covered with dust ? Here we have60 THE EXPLOBATIOH OF BO ADS. 2060 + 1100 100 + ii2? +8x9 = 181-1 lbs. 40 for the force required. We next pass on to consider the additional resistance which is occasioned when the road, instead of being level, is inclined in a greater or less degree. In order to simplify the question, let us suppose the whole weight to be sup- ported on one pair of wheels, and that the tractive force is applied in a direction parallel to the surface of the road. On this supposition let a b (fig. 4) represent a portion of an inclined road, c being a carriage just sustained in its Fig. 4. B D position by a force acting in the direction c d ; now it is evident that the carriage is kept in its position by three forces, namely, by its own weight (equal w) acting in the vertical direction c r, by the force (equal r) applied in the direction c d parallel to the surface of the road, and by the pressure (equal p) which the carriage exerts against the surface of the road acting in the direction c e, perpendicu- lar to the same. To determine the relative magnitude of these three forces, draw the horizontal line ag, and the vertical one B g ; then, since the two lines c r and b g are parallel, and are both cut by the line a b, they must make the two angles geb and abg equal; also the two angles o e f and a G b are equal, being both right angles ; there- fore the remaining angles fce and bag are equal, and the two triangles cee and abg are similar. And as the three sides of the former are proportional to the three forces by which the carriage is sustained, so also are the three sidesTHE EXPLORATION OF ROADS. 61 of the latter, namely, a b, or the length of the road is pro* portional to w, or the weight of the carriage, b g, or the vertical rise in the same to f, or the force required to sus- tain the carriage on the incline, and a g on the horizontal distance in which this rise occurs to p, or the force with which the carriage presses upon the surface of the road. We have, therefore, and w w AB AB F p GB, AG. And if we make a g such a length that the vertical rise of the road is exactly one foot, we shall have F = W A B W Va G2 + l“ w . sin £ (3.) , W. AG and p = ----: AB W. AG —-------— W . COS s/ AG2 +1 & (4.) in which 0 is the angle bag. These formulae reduced to verbal rules are as follows:— To find the force requisite to sustain a carriage upon an inclined road (the effects of friction being neglected), divide the weight of the carriage, including its load, by the inclined length of the road, the vertical rise of which is one foot, and the quotient is the force required. To find the pressure of a carriage against the surface of an inclined road, multiply the weight of the loaded carriage by the horizontal length of the road, and divide the product by the inclined length of the same; the quotient is the pressure required. Example.—What is the force required to sustain a car- riage weighing 3,270 lbs. upon a road, the inclination of which is one in thirty, and what is the pressure of the same upon the surface of the road ? Here the horizontal length of the road (a g) being 30, the inclined length (ab=v/ ag2 + 1) is 30*017, and we have, by the first rule, 3,270 -5- 30*017 = 108*93 lbs. for the force required to sustain the carriage on the road; and,62 THE EXPLORATION OF ROADS. by the second rule, (3,270 X 30) -a- 30 017 = 3,269*9 lbs. for the pressure of the carriage upon the surface of the road. Since the pressure of a carriage on a sloping road is found by multiplying its weight by the horizontal length of the road and dividing by the inclined length, and as the former is always less than the latter, it follows that the force with which a carriage bears upon an inclined road is less than its actual weight, as will be seen in the foregoing example, in which it is about two pounds less; unless, however, the inclination is very steep, it is not necessary to calculate the pressure, which may be assumed to be equal to the weight of the carriage. If r expresses the resistance which has to be overcome in moving any particular carriage at a given rate upon a horizontal road, then r x f will be the resistance upon ascending a hill, and R — F upon descending a hill, with the same velocity, in both cases neglecting the decrease in the weight of the carriage produced by the inclination of the road. Taking, however, this decrease into considera- tion, the following modification in the formulae (1.) and (2.) will be requisite to adapt them to an inclined road:— sin -f cv. (5.) and in that of a (w + w w\ ~Qq~ +4q I. cos & + (w + «)).Bm0 + cv . (6.), the upper sign being taken when the vehicle is drawn down the incline, and the lower when it is drawn up the same. Neglecting the decrease in the weight of the carriage, in order to ascertain the resistance in passing up or down a hill, we have only to calculate by the rule already given at page 64 the resistance on a level road, to which, if the carriage ascends the hill, we must add, or if it descends, subtract, the force requisite to sustain the carriage on the (w -f w w\ *~93 ^"40/ -cos/S + Cw + w). in the case of a common stage wagon, stage coach,THE EXPLOBATIOH OF EOADS. 63 inclined road, calculated by the rule at page 66; the sum or difference, as the case may be, will express the resistance required. As an example, let us take, as before, the case of a stage- coach weighing 2,060 lbs., besides a load of 1,100 lbs., and having to be moved at a velocity of 9 feet per second, along a broken stone road whose surface is covered with dust, and inclined at the rate of one in thirty. Then the force to sustain the coach on this slope will be 3160 = 105*3 lbs. which, added to the force already found at page 60 as being requisite to move the same coach on a level road, will be (105*3 + 131*1 = ) 236*4 lbs. for the force required to move the coach with a velocity of 9 feet per second up an inclination of one in thirty ; and subtracted from the same, will be (131*1—105*3 =) 25*8 lbs., the force required to move the coach with the same velocity down the same inclination. The same example worked by formula (6) will give /2060 + 1100\ V 100 ) • 9995 + (2060 + 1100) *0333 + 8 x9 = 236*3 lbs. when the carriage is drawn up the incline, and /2060 + 1100\ ( 100 V ■ 9995 — (2060 + 1100) *0333 + 8 x9 = 25*84 lbs. when the carriage is drawn down the incline, the result being the same as that given by the rule. The following table has been calculated in order to show with sufficient exactness for most practical purposes the force required to draw carriages over inclined roads, and the comparative advantage of such roads and those which are perfectly level. The first column expresses the rate of inclination, and the second the equivalent angle; the64 THE EXPLORATION OP ROADS. two next columns contain the force requisite to draw a common stage-wagon weighing with its load 6 tons, at a velocity of 4*4 feet per second (or 3 miles per hour) along a macadamized road in its usual state, both when the hill ascends and when it descends; the fifth and sixth columns contain the length of level road which would be equivalent to a mile in length of the inclined road, that is, the length which would require the same mechanical force to be ex- pended in drawing the wagon over it as would be neces- sary to draw it over a mile of the inclined road; the four next columns contain the same information as the four last described, only with reference to a stage coach supposed to weigh with its load 3 tons, and to travel at the rate of 8*8 feet per second, or 6 miles per hour.THE EXPLORATION OF ROADS. 65 Anolb with the Horizon. For a Stags Wagon. For a Staob Coach. Rats or Inclination* Force required to draw the wagon up the in- cline. Force required to draw i the wagon down the i incline. Equivalent length of level road for an as- cending; wagon. Equivalent length of level road for a de- scending wagon. Force required to draw the coach up the in- cline. Force required to draw the coach down the incline. Equivalent length of level road for an as- cending coach. Equivalent length of level road for a de- scending coach. l in 600 o t // 0 5 44 lbs. 286 lbs. 241 Miles. 1*085 Miles. *9150 lbs. 373 lbs. 350 Miles. 1030 Miles. *9690 ” 575 0 5 59 287 240 1*088 *9116 373 350 1032 •9676 550 0 6 15 288 239 1*093 *9074 374 349 1033 •9662 525 0 - 6 33 289 238 1*097 *9029 374 349 1*035 *9646 500 0 6 53 291 237 1*102 *8979 375 348 1-037 •9629 475 0 7 14 292 235 1*107 *8926 376 347 1-039 •9605 450 0 7 38 294 234 1*113 *8869 377 347 1041 •9588 425 0 8 5 295 232 1*120 *8801 377 346 1043 •9563 400 0 8 36 297 230 1*128 *8725 378 345 1-046 •9535 375 0 9 10 300 228 1*136 •8642 380 344 1*049 •9505 350 0 9 49 302 225 1*146 *8543 381 342 1053 •9469 ?j 325 0 10 35 305 222 1*157 *8433 382 341 1056 •9430 w 300 0 11 28 309 219 1*170 *8301 384 339 1061 *9381 j> 290 0 11 51 310 217 1*176 *8245 385 338 1064 *9358 280 0 12 17 312 216 1*182 *8179 386 338 1066 .9336 >9 270 0 12 44 314 214 1*189 *8111 386 337 1068 •9314 99 260 0 13 13 315 212 1*196 *8039 387 336 1*071 •9286 99 250 0 13 45 317 210 1*204 *7963 388 335 1*074 •9259 99 240 0 14 19 320 208 1*212 *7876 390 334 1*077 •9226 99 230 0 14 57 322 205 1*222 *7785 391 332 1*080 •9192 99 220 0 15 37 325 203 1*232 *7683 392 331 1084 •9156 99 210 0 16 22 328 200 1*243 *7573 394 330 1088 •9115 99 200 0 17 11 331 197 1*255 *7451 395 328 1*092 *9071 99 190 0 18 6 334 193 1*268 *7319 397 326 1097 •9024 99 180 0 19 6 338 189 1*283 *7171 399 324 1*103 •8968 99 170 0 20 13 343 185 1*300 •7004 401 322 1*109 •8908 99 160 0 21 29 348 180 1*319 •6814 404 320 1*116 •8839 99 150 0 22 55 353 174 1*341 •6587 406 317 1*123 •8761 99 140 0 24 33 360 168 1*364 •6359 410 314 1*132 •8673 99 130 0 26 27 367 160 1*392 *6079 413 310 1*142 •8573 99 120 0 28 39 376 152 1*425 *5752 418 306 1154 •8451 99 110 0 31 15 386 142 1*451 *5491 423 300 1*169 •8308 99 100 0 34 23 398 129 1*510 *4903 429 294 1*185 •8142 99 95 0 86 11 405 122 1*537 *4634 432 291 1*195 •8045 99 90 0 38 12 413 114 1*566 *4338 43 6 287 1*206 *7937 99 85 0 40 27 422 106 1*600 *4004 441 282 1-219 *7801 99 80 0 42 58 432 96 1*637 •3629 446 278 1*232 *767766 THE EXPLOBATION OF ROADS Rats os Inclination. Angle with thb Horizon. For a Stags Wagon. For a Stags Coach. Force required to draw the wagon up the in- cline. Force required to draw the wagon down the incline. Equivalent length of level road for an as- cending wagon. Equivalent length of level road for a de- scending wagon. Force required to draw the coach up the in- cline. Force jrequired to draw the coach down the incline. Equivalent length of level road for an «w- cending coach. Equivalent length of level road for a de- scending coach. o / // lbs. lbs. Miles. Miles. lbs. lbs. Miles. Miles. 1 in 75 0 45 51 443 85 1*680 •3204 451 272 1-247 •7522 11 70 0 49 7 456 72 1-728 •2719 457 266 1-265 •7345 11 65 0 52 54 470 57 1-784 •2161 465 258 1-285 •7143 11 60 0 57 18 488 40 1-850 1505 474 250 1-309 •6903 „ 55 1 2 30 508 19 1-926 0736 484 239 1-337 •6620 11 50 1 8 6 533 — 2019 — 496 227 1-371 •6283 11 45 1 16 24 562 — 2133 — 511 212 1-412 •5871 11 40 l 25 57 600 — 2274 — 530 194 1-464 •5354 n 35 1 38 14 648 — 2-456 — 554 170 1-530 •4690 15 34 1 41 8 659 — 2-499 — 559 164 1-546 •4535 55 33 1 44 12 671 — 2-544 — 565 158 1-562 4370 15 32 l 47 27 684 — 2-593 — 572 152 1-580 •4193 15 31 1 50 55 697 — 2-644 — 578 145 1-599 •4007 55 30 1 54 37 712 — 2-699 — 586 138 1*619 -3805 55 29 1 58 34 727 — 2-758 — 593 130 1-640 •3592 •<5 28 2 2 5 744 — 2-820 — 602 122 1-663 •3363 15 27 2 7 2 762 — 2-888 — 610 113 1-688 •3119 H 26 2 12 2 781 — 2-960 620 103 1-714 •2854 15 25 2 17 26 801 — 3-038 — 630 93 1-743 •2566 55 24 2 23 10 823 — 3-120 — 641 82 1-774 •2257 55 23 2 29 22 847 — 3-213 — 653 69 1-808 •1919 15 22 2 36 10 874 — 3-313 — 666 56 1-844 •1554 15 21 2 43 35 903 — 3-423 — 681 42 1.884 •1150 11 20 2 51 21 933 — 3-538 — 696 26 1-926 •0730 15 19 3 0 46 970 — 3-677 — 714 8 1*977 •0221 55 18 3 10 47 1009 — 3-826 — 734 — 2032 55 17 3 21 59 1053 — 3-991 — 756 — 2092 55 16 3 34 35 1102 — 4178 — 780 — 2160 55 15 3 48 51 1157 — 4-388 — 807 — 2-234 ,—' 15 14 4 5 14 1221 — 4-629 — 839 — 2-322 — 55 13 4 23 56 1294 — 4-906 — 875 — 2-423 51 12 4 45 49 1379 — 5-229 — 918 — 2-540 15 11 5 11 40 1480 — 5-611 — 968 — 2-679 — 15 10 5 42 58 1600 — 6067 1028 — 2-846 15 9 6 20 25 1747 — 6-623 — 1101 3048 55 8 7 7 30 1929 7-315 — 1192 — 3-300 15 7 8 7 48 2162 — 8199 •—' 1308 — 3-621 —THE EXPLOBATIOff OE HOADS. 67 The foregoing table may be considered as affording a view of the comparative disadvantage of hilly roads with light and heavy traffic; the stage wagon, weighing 6 tons and travelling at the speed of 3 miles per hour, may be taken as a fair average for goods traffic, and the stage coach, weighing 3 tons and running 6 miles an hour, for passenger traffic. Prom the table we perceive that hills act much more unfavourably on the former than on the latter. The force which would be requisite to move the wagon on a level road would be 264 lbs., and that to move the coach 362 lbs., being an excess of 98 lbs. for the trac- tion of the coach; but with a road inclined at the rate of 1 in 600, this excess is only (373 — 286 =) 87 lbs., and when the inclination of the road amounts to about 1 in 70 the forces required to draw them become equal; as the inclination of the road increases beyond this, the excess of the force requisite to draw the wagon over that necessary to move the coach increases rapidly (as will be seen in the table), until, at an inclination of 1 in 7, it amounts to (2162 - 1308 =) 854 lbs. If we compare the forces required to draw either the wagon or coach up and down any given incline, we shall find that the former is as much greater than the force re- quired on a level road as the latter is less than the same; it might thence be concluded that in the case of a vehicle passing alternately along the road, no real loss would be occasioned by the inclination of the road, since as much power would be gained in the descent of the hill as was lost in its ascent. Such is not, however, practically the fact, for while the inclinations of the road render it neces- sary in the ascending journey to have either a greater num- ber or more powerful horses than would be requisite if the road were entirely level, no corresponding reduction can be made in the descending journey; we must still have horses sufficient to draw the vehicle along the level portions of the road; nor will (generally speaking) the horses have less to do in descending the hill, since they have frequently to68 THE EXPLOBATION OF BO AD 3. push back, to prevent the speed of the coach becoming accelerated beyond the bounds of safety. In a practical point of view, therefore, we may consider that the fifth and ninth columns in the foregoing table ex- press the length of level road which would be equivalent to a mile of road with the stated inclination, the former giving the result for heavy traffic, and the latter for pas- senger traffic. For instance, opposite 1 in 75, we find in the ninth column 1*247 miles, or nearly a mile and a quarter, stated as the length of a road having that inclination which would be equivalent to one mile of a similar road perfectly level, because the same force would be requisite to move a coach of 3 tons at a velocity of 6 miles per hour along one as along the other. Although, however, they might be considered equal as far as the power requisite for traction was concerned, in other respects one might be more advan- tageous than the other; as for instance, the shorter road would cost least for repairing, and would occupy least time in being passed over. The table, therefore, merely expresses the equivalent length as far as the mechanical power re- quired for the traction is concerned; the relative merits in other respects depending generally upon so many various circumstances as to render it quite impossible to lay down any specific rules for their determination. We shall now return to the subject of the selection of route, and proceed to explain the course which should be pursued to obtain the requisite data, to enable a correct determination to be arrived at. In laying out a new line of road, the first proceeding is usually, after a general examination of the country, to lay down upon the best map which can be procured one or more lines, for the purpose of being more carefully exa- mined. If possessed of a contour map of the district, such as we have described, this proceeding will be greatly faci- litated; we shall, however, suppose that such is not the case, since there are very few instances in which a road- maker would be likely to find such a plan for his use. HisTHE EXPLORATION OE ROADS. G9 next proceeding should be, to make an accurate survey of the lands through which the several lines that he has sketched out pass, which should he afterwards plotted, or laid down to such a scale as will allow the smallest features to be shown with sufficient accuracy and distinctness: a scale of ten chains to the inch for the open country, with enlarged plans of towns and villages upon a scale of three chains to the inch, will generally be found sufficient. Careful levels should also be taken along the course of each line; and at certain distances (depending upon the nature of the country) lines of levels should be taken at right angles with the original line. In taking these levels the heights of all existing roads, rivers, streams, or canals, should be noted, and bench marks should be left at least every half-mile, that is, marks made on any fixed object, such as a gate-post, or the side of a house or bam, &c., the exact height of which is ascertained* and registered in the level-book, so that, in case of a deviation being made in any portion of the lines, the levels of that part may be taken without the necessity of again going over the other parts of the line. A section should be formed from these levels, having the same horizontal scale as the general plan, and such a vertical scale as will show with distinctness the inequalities of the ground: if the horizontal scale is ten chains to the inch, the vertical scale may be 20 feet to the inch. Pig. 5 is supposed to be such a plan as we have described, plotted on a scale of ten chains to the inch, and showing a district through which it is wished to form a road; we have shown one line running nearly straight across the plan, and a deviation therefrom, which, although longer, would run on more favourable ground. Pigs. 6 and 7 are sections show- ing the levels of the surface of the ground, the former on the straight line, and the latter on the deviation from it. We have shown in these sections and on the plan the in- formation which will be requisite in enabling the engineer to lay down the course of the road, and to arrange the position and dimensions of the various culverts, bridges, and other works belonging to the same.Scale of Chains. Fig. 5. iJunction witb\ Existing Road.) RSver. Sueam. B iver. St cam. K Junotion Existing Road./ THE EXPLORATION OP ROADS. 71 3/ia. 6. I 97*25 Horizontal Scale. Vertical ScaleFig. 7. 41 26 auirj- mu^if (£THE EXPLORATION OP HOADS. 73 By reference to these drawings, it will be seen (fig. 5) that the straight line has to cross a stream at b, and the river twice at c and d ; and also that it must pass from b to e, over a swamp or morass of such a nature that, if a solid embankment is formed, it is probable that a very large quantity of ground will be absorbed, beyond what the section would indicate; added to which, from the river being liable to be flooded, it will be necessary to form bridges with several capacious openings at those points where the intended road crosses the river. These disad- vantages attending the more obvious route would induce the engineer to sketch out some other line, by which they would be avoided. And he would then have the levels taken, and the requisite information, to enable him to choose between the two. The manner in which the sections should be drawn, and the informatioii to be given upon them, are shown in figs. 6 and 7. In addition to which the following data should be obtained, and entered either in the survey field-book, or in the level-book. At the point B (fig. 5) the line crosses a stream 8 feet in width and 1 foot deep; in flood this stream brings down a considerable quantity of water. At the point 0 on the section the river is much narrower and not so deep as at other places, in consequence of a great portion of its waters finding a passage through the marshy ground on either side. Its width is 16 feet, and its depth 2 feet; the velocity of its current is 95 feet per minute; the height of its surface at the present time is 30*10 feet abov* the datum; and the angle of skew which the course of the stream makes with the line of the road is 62 degrees. At the point n the river is 27 feet wide, and 2£ feet in depth; its velocity 87 feet per minute; the height of its surface above the datum 29*96 feet; and the angle of skew 49 degrees. The ground from b to b is of a very soft boggy nature, and full of water. The height to which the river has risen during the highest flood known, at the bridge at f on the plan, is 35 feet above the datum; the water-way at that time was 90 feet, and the sectional area of the open- ings through which the water then flowed was 550 square feet. The same flood at the lower bridge, at 6 on the plan, was 35*3 feet above' D74 THE EXPLORATION OF ROADS. the datum; the water-way was 102 feet, and the sectional area nearly 600 square feet. The deviation line only crosses one stream at M on the plan and sec- tion. The present width of this stream is 15 feet, and its depth 18 inches; hut in times of flood it rises to the same height as the river, and brings down a large body of water. The present height of its surface above the datum is 31*25 feet, and the angle which its course makes with the line of road 85 degrees. We have introduced the foregoing in order to show the kind of data which should be obtained by those engaged in taking the levels and survey for road-making.* A cross section should also be taken of each of the exist- ing roads near their junction with the intended road; the use of which is to show to what extent, if any, the levels of the existing roads might be altered, the better to suit that of the new road. Possessed of the sections, figs. 6 and 7, we next proceed to lay down the line of the road, or, in other words, to de- termine the levels at which it shall be formed. As it is desirable that the road should always be dry, it should be at least a foot above the level of the flood; and if kept at 37*25 feet above the datum, which is the height of the existing road at i, we shall effect this object. Upon draw- ing a line at this level upon the section, we perceive that an embankment will have to be formed from the road at i, across the valley to the point where this line meets the ground at k, and that the remainder of the road from k to h will be in a cutting. Now the obvious principle, in arranging the levels of a road, would be so to adjust the cuttings and embankments that the ground taken from one should form the other. In the present instance, however, this is impossible, because the level of the road is deter- mined by other circumstances, and necessitates the forma- tion of a very long embankment with but very little cutting, * The information relative to the rivers crossed, such as is given above, should always be obtained, in order that the bridges constructed over them may be adequate for the passage of the water brought down in time of floods.THE EXPLOBATION OB BOADS. 75 therefore rendering it necessary for ground to be obtained from some other source, with which to form the embank- ment. In order to produce as much cutting as possible, the line should be kept at the same level as before until it becomes necessary to rise to attain the level of the existing road at H; if an inclination of 1 in 50 be given to this last part of the road, the distance at which the rise will com- mence will be 200 feet from h, the difference of level being 4 feet. We have therefore to add to the other disadvan- tages already mentioned, as belonging to the straight line of road, that of requiring the formation of a large embank- ment, and the necessity of making an excavation in some other place, to afford the earth for that purpose. We will now examine the section of the deviation line, and see what improvement can be thereby effected. We must, as before, keep the level of the lowest portion of the road 37*25 feet above the datum; and if we draw a line at that level on the section, fig. 7, we shall find that the quan- tity of embankment is very much reduced, and that there will now be no difficulty in adjusting the cutting between H and L, so as exactly to afford the amount of filling re- quired. A few trials will show that if the line be kept at the same level until within sixteen chains of h, and then carried up at a regular inclination, this object will be effected, and that the amount of cutting and embankment will be very nearly equal. This latter will therefore be the line which the engineer would select as the best; and having done so he would proceed to mark the course of the road on the ground, by driving a stake into the ground on its centre line at every chain (or 66 feet) ; he would then take very careful levels of the height of the ground at every one of these points, and at any intermediate point, where any undulation or change of level occurred, and wherever the level of the ground varied to any extent in a direction at right angles with the course of the road, he would take levels from which to make transverse or cross sections of the ground. Prom these levels a working section should be made, n 21--2 3 45 67 8 9 IT. 1 Datura 45 Feet below top of Milestone at A on Plan.THE EXPLORATION OF ROADS. 77 having a horizontal scale of not less than five chains to the inch, and a vertical scale of 20 feet to the inch; a portion of the section plotted to these scales is shown in fig. 8; the level of the surface of the ground above the datum, at every chain at the points where stakes have been driven into the ground, should be figured-in on the section, as shown in the column a, and the depth of cutting or height of embankment, at the same points, should be given in another column, b. This last column is obtained by taking the difference between the level of the surface of the ground and the level of the road. It will be observed that upon the section there are two parallel lines drawn as represent- ing the line of road; the upper line is intended to repre- sent the upper surface of the road when finished, while the lower thick line represents what is termed the formation surface, or the level to which the surface of the ground is to be formed, to receive the foundation of the road; in the section we have made the formation 15 inches below the finished surface of the road, which will therefore be the thickness of the road itself. All the dimensions on the section are understood to refer to the formation level; and the height of the latter above the datum should be figured- in wherever a change in its rate of inclination takes place, which should be marked by a stronger vertical line being there drawn, as shown at c. When the cuttings are of any depth, trial pits should be sunk at about every ten chains to the depth of the intended cutting, in order to ascertain the nature of the ground, and to determine the slopes at which the sides of the cutting would safely stand; and also at what slopes the same earth would stand when formed into the embankments. The cut- tings and embankments should then be numbered on the section, and the slopes intended to be given to each stated upon the same. The contents of the cutting or embank- ment, that is, the number of cubic yards which will have to be moved for its formation, with the intended slope, should then be calculated and stated upon the section. The manner of calculating these quantities will be explained78 THE EXPLORATION OP ROADS. in a subsequent chapter, on estimating the cost of the road. Wherever rivers or streams are crossed, bridges or cul- verts must be introduced, and of these detail drawings should be prepared, and reference made to them on the working section; A working plan should also be constructed on the same horizontal scale as the section, upon which the position of the center stakes should be shown; and on this plan the road should be drawn in of its correct width on its upper surface, and another line showing the foot of the slopes. The stakes on the plan should be numbered consecutively, to facilitate reference to any part of the line, and the width of land required at every stake should be calculated in the manner which we are about to describe, and entered in a kind of table, from which the width of land required for the purpose of the road may be ascertained at every chain. We will suppose that, in the present case, the finished width of the road itself is to be 40 feet, and that an addi- tional 6 feet will be required on each side for the ditch and bank; we have then 26 feet as the side width of the road without ally slopes, or where the road is on the same level as the ground, and wre shall observe that in the following table, wherever there is no cutting or embankments (as at stakes Nos. 1 and 30), this is the width given in the fourth column. To find the heights at the other stakes we must add to the constant width (viz. 26 feet) the height of em- bankment or depth of cutting (as the case may be) multi- plied by the ratio of the slope. Thus, in the first cutting, the ratio of the slopes being (as stated on the section) 1 to 1, we have simply to add the depths of the cutting at each stake to 26 feet, and we obtain the numbers given in the fourth column. After the 21st stake we leave the cut- ting, and the ratio of the slopes then becomes 1-J- to 1; we have then to add one and a half times the height of the embankment, and we then in like manner obtain the num- bers in the fourth column.THE EXPLORATION" OP ROADS. 79 No. of stake on the plan. Depth of cutting. Height of em- bankment. Distance of side fence from cen- ter line. No. of stake on the plan. | 1 0 1 Q Height of em- bankment. Distance of side fence from cen- ter line. Feet. Feet. Feet. Feet. Feet. Feet. 1 0*00 — 260 17 2*33 — 283 2 0*58 — 26*6 18 2*52 — 28-5 3 093 — 26-9 19 2*20 — 28-2 4 1*20 — 27*2 20 1*60 — 276 5 1*56 — 27*6 21 075 — 26*8 6 1*91 ___ 27*9 22 _ 0*55 268* 7 2*04 — 28-0 23 — 2*20 29*3 8 1*87 — 27*9 24 — 352 31*3 9 1*90 — 27*9 25 — 400 320 10 2*07 — 28*1 26 — 379 31*7 11 2*17 — 28*2 27 — 2*60 299 12 2-35 — 28-4 28 — 1-25 27*9 13 2*30 — 28*3 29 — 030 26*5. 14 2*25 — 283 30 000 260 15 250 — 28*5 31 — 0-33 26*5 16 205 — 28*1 After ascertaining the side widths as above, the next operation is to set out the same on the ground, driving in another stake at every chain at the correct distance on each side of the center one. A grip about 4 or 5 inches wide should then be cut from stake to stake, so as to mark both the center and sides of the road upon the ground by a continuous line. The side lines thus set out, it must be remembered, are not the foot of the slopes, but include 6 feet on each side for a bank and ditch; another stake should therefore be driven at every chain 6 feet within the outer stakes on each side, and another grip cut to mark the foot of the slopes. A strong post should next be fixed into the ground upon the center line wherever a change in the inclination of the road takes place (as at the 17th stake in the present in- stance), upon which a cross piece should be placed at the intended height of the formation surface of the road, and * The slopes here change from 1 to 1, to 1J to 1.80 ON THE SECTION OE ROADS. intermediate heights should be put up at such distances as will enable the workmen to keep the embankments to their proper level. In cuttings, pits must be sunk in a similar manner, at certain intervals, to the depth of the formation surface, to serve as guides to the excavators in forming the cutting. CHAPTER II. ON THE SECTION OE ROADS. Having in the preceding chapter explained at length the objections which belong to inclined roads, and given rules for determining, with as much accuracy as the nature of the question will admit, the amount of resistance which they oppose to the haulage of vehicles, it will not be neces- sary in this place to say much on the longitudinal inclina- tion, or gradient, as it is technically termed, of roads. "Where hills or gradients are necessary, they should be made as easy as possible; and, although with 'all hills a certain amount of additional power must be required to draw a carriage up them, so long as the inclination is within certain limits, the hilly road may be considered as safe as a level one would be. This limit depends upon the nature and condition of the surface of the road, and is attained in any particular case when the inclination of the road is made equal to the limiting angle of resistance for the materials composing its surface, that is, when it is such that a car- riage once set in motion on the road would continue its descent without any additional force being applied. As soon as this limit is past, the carriage would descend with an accelerated velocity, unless the horses or other moving force were employed to restrain it; and, although in such a case the use of a drag, by increasing the resistance, would in a measure obviate the danger, yet the injury done to theON THE SECTION OE ROADS. 81 surface of the road by the use of the drag renders it desira- ble to dispense with it altogether. The following table, taken from the second volume of the Rudiments of Civil Engineering, shows the rate of inclination at which this limit is attained on the various kinds of roads mentioned in the first column. The values of the resistances on which this table is calculated are those given by Sir John Mac- neill, and already quoted at page 58. Description of the road. Force in lbs. required to move a ton. Limiting angle of re- sistance. Greatest inclination which should be given to the road. Well-laid pavement 33 o / 0 50 1 in 68 Broken stone surface on a bottom of rough't 1 in 49 46 1 11 pavement or concrete j Broken stone surface laid on an old flint road 65 1 40 lin 34 Gravel road 147 3 45 1 in 15 The following table of gradients will be found of con- siderable value in laying out and arranging roads ; the first column contains the gradient, expressed in the ratio of the height to the length; the two next, the vertical rise in a mile and a chain respectively; the fourth column, the angle (fi page 61) of inclination with the horizontal; and the last column, the sine of the same angle, which is inserted for facilitating the calculation of the resistances occasioned by the gradient.82 ON THE SECTION OF EOADS, I Gradient. Vertical rise in a mile. Vertical rise in a chain. Angle (0) -which gra- dient makes with the horizontal. Sine of angle 0. Gradient. Vertical rise in a mile. Vertical rise in a chain. Angle (0) which gra- dient makes with the horizontal. Sine of angle 0. 1 in 10 528*0 6-60 o 5 42 // 58 09960 1 in 60 88*0 1-10 o 0 57 18 01667 11 480*0 6-00 5 11 40 •09054 99 65 81*2 1-02 0 52 54 •01539 12 440*0 5*50 4 45 59 •08309 70 75-4 *94 0 49 7 •01429 13 406*1 5*08 4 23 56 •07670 99 75 70-4 •88 0 45 51 01334 14 377*1 4-71 4 5 14 •07128 99 80 66-0 *82 0 42 58 •01250 15 352*0 4*40 3 48 51 •06652 85 62-1 *78 0 40 27 •01177 16 330-0 4-12 3 34 35 •06238 99 90 58*7 *73 0 38 12 •01111 17 310-6 3-88 3 21 59 •05872 99 95 55-6 •69 0 36 11 *01053 18 293-3 3-67 3 10 47 •05547 95 100 52*8 •66 0 34 23 •01000 19 277-9 3*47 3 0 46 •05256 91 no 48*0 *60 0 31 15 •00909 20 264-0 3-30 2 51 21 •04982 95 120 44-0 *55 0 28 39 •00833 21 251-4 3-14 2 43 35 •04757 99 130 40 *6 *51 0 26 27 •00769 22 240 0 3*00 2 36 10 04541 99 140 37-7 •47 0 24 33 •00714 99 23 229*6 2-87 2 29 22 •04344 99 150 35*2 •44 0 22 55 •00666 99 24 220-0 2-75 2 23 10 •04163 99 160 33-0 *41 0 21 29 •00625 99 25 211-2 2-64 2 17 26 •03997 99 170 31*1 *39 0 20 13 •00588 99 26 203*1 2*54 2 12 2 •03840 99 180 29-3 •37 0 19 6 00556 99 27 195-5 2-42 2 7 2 •03694 99 190 27*8 *35 0 18 6 •00527 99 28 188-5 2-36 2 2 5 •03551 99 200 26-4 *33 0 17 11 00500 99 29 182*1 2*28 1 58 34 •03448 59 210 25-1 *31 0 16 22 •00476 99 30 176*0 2-20 1 54 37 •03333 9* 220 24-0 *30 0 15 37 00454 99 31 170-3 2*13 l 50 55 •03226 99 230 230 •29 0 14 57 •00435 99 32 165-0 2-06 l 47 27 •03125 99 240 22-0 •27 0 14 19 •00417 99 33 160-0 200 1 44 12 •03031 99 250 21-1 •26 0 13 45 •00400 99 34 155-3 1*94 1 41 8 •02941 99 260 20-3 •25 0 13 13 •00385 99 35 150-9 1-88 1 38 14 •02857 99 270 19-6 •24 0 12 44 •00370 99 36 146-7 1-86 1 35 28 •02777 99 280 18-9 *24 0 12 17 •00357 99 37 142-7 1*78 1 32 53 •02702 99 290 18-2 •23 0 11 51 •00345 99 38 138 9 1-74 1 30 27 •02631 300 17-6 •22 0 11 28 •00334 99 39 135-4 1-69 1 28 8 •02563 99 325 16*2 *20 0 10 35 •00308 99 40 1320 1-65 1 25 57 •02500 <9* 350 15-1 •19 0 9 49 •00286 99 41 128-8 1-61 1 23 50 •02438 99 375 140 *18 0 9 10 •00267 99 42 125*7 1-57 1 21 50 •02380 99 400 13-2 *17 0 8 36 •00250 99 43 122-8 1-53 1 19 56 •02325 99 425 12*4 •16 0 8 5 •00235 99 44 120-0 1-50 1 18 7 •02272 99 450 11-7 •15 0 7 38 •00222 99 45 117-3 1-47 1 16 24 •02222 475 11-1 •14 0 7 14 •00210 99 46 114-8 1*44 1 14 43 •02173 99 500 10-6 *13 0 6 53 •00200 *9 47 112*3 1-40 1 13 8 •02127 99 525 10-1 *12 0 6 33 •00191 99 48 110 0 1 37 1 11 37 •02083 99 550 9-6 •12 0 6 15 •00182 99 49 107*7 1-35 1 10 9 •02040 575 9-2 •11 0 5 59 •00174 99 50 105-6 1*32 1 8 6 •01981 99 600 8-8 *11 0 5 44 •00167 99 55 96-0 1-20 l 2 30 *01818 ON THE SECTION OE HOADS. 83 "We next come to the subject of the width and transverse form which should be given to roads. As regards the first, the width to be given to the road, we should certainly recommend a wide road; it is an error to suppose that the cost of repairing a road depends entirely upon the extent of its surface, and consequently increases just as we increase its width; the cost per mile of road depends more upon the extent and nature of the traffic, and unless extremes be taken, it may be asserted that the same quantity of material would be necessary for the repair of a road, whether wide or narrow, which was subjected to the same amount of traffic; with the narrow road, the traffic, being confined more to one track, would wear the road more severely than when spread over a larger surface ; the expense of spread- ing the material over the wider road would be somewhat greater, but the cost of the materials might be taken as the same. One of the advantages of a wide road is, that the wind and sun exercise more influence in keeping its surface dry. The first cost of a wide road is certainly greater than that of a narrow one, and that nearly in the ratio of its increased width. For roads situated between towns of any importance, and exposed to much traffic, the width should certainly not be less than 30 feet, besides a footpath of 6 feet; and in the immediate vicinity of large towns and cities, the width should be still further increased. No specific rules can, however, be given for the width in such situations; ex- perience will soon show what width is requisite in any given situation. The form to be given to the cross section of a road is a subject of much importance, and one upon which much difference of opinion exists. Some advocate a considerable curvature in the upper surface of the road, with the view of facilitating the drainage of its surface; while others (and that the majority) are averse to a road being much curved, for reasons which we will presently state. Again, it is the practice of some to form the road on a flat surface transversely; while others propose giving a dip to the84 OK THE SECTIOK OE ROADS. formation surface each way from the center, on the sup- position that the drainage of the road will be thereby facilitated. Now it must be obvious to all, that the only advantage resulting from curving the transverse section of the road is, allowing the water, which would otherwise collect upon its surface, to drain freely off into the side ditches. It has been urged by some that, in laying on fresh material upon a road, it is necessary to keep the center much higher than the sides; because, in consequence of the majority of carriages using the center of the road, that portion will wear quicker than the sides, and, unless made originally much higher, when so worn it will necessarily form a hollow or depression, from which the water cannot drain. Now it is entirely overlooked by those who advance this argument, that the only reason why carriages use the center in pre- ference to the sides of a road, is because of its rounding form, it being only in that situation that the carriage stands upright; if the road were comparatively flat, every portion would be equally used; but on very convex roads, the center is the only portion of the road on which it is safe to travel. On this subject Mr. M‘Adam remarks, in giving evidence before a committee of the House of Commons,* “ I consider a road should be as flat as possible with regard to allowing the water to run off it at all, because a carriage ought to stand upright in travelling as much as possible. I have generally made roads three inches higher in the center than I have at the sides, when they are eighteen feet wide; if the road be smooth and well made, the water will run off very easily in such a slope.’* And, in answer to the question, “ Do you consider a road so made will not be likely to wear hollow in the middle, so as to allow the water to stand, after it has been used for some time ?” he replies,—“No; when a road is made flat, people will not follow the middle of it as they do when it is made extremely convex. Gentlemen will have observed that in roads very convex, travellers generally follow the track in the middle, * Parliamentary Report on the Highways of the Kingdom, 1819, p. 22.OK, THE SECTION OF ROADS. 85 which is the only place where a carriage can run upright, by which means three furrows are made by the horses and the wheels, and water continually stands there ; and I think that more water actually stands upon a very convex road thm on one which is reasonably flat” And on the same subject, Mr. Walker remarks,* “ A road much rounded is dangerous, particularly if the cross section approaches to- wards the segment of a circle, the slope in that case not being uniform, but increasing rapidly from the nature of the curve, as we depart from the middle or vertical line. The over-rounding of roads is also injurious to them, by either confining the heavy carriages to one track in the crown of the road, or, if they go upon the sides, by the greater wear they produce, from their constant tendency to move down the inclined plane, owing to the angle which the surface of the road and the line of gravity of the load form with each other; and, as this tendency is perpendi- cular to the line of draught, the labour of the horse and the wear of the carriage wheels are both much increased by it.” The drainage. of the surface of the road is then the only useful purpose which will be answered by making it con- vex ; and even this in but a very imperfect manner, in consequence of the irregularities and roughness which we find even in the best roads. The surface of a road is much more efficiently drained by a small inclination in the direc- tion of its length, than by a much greater transverse slope; on this subject Mr. Walker has very justly remarked,+ “ Clearing the road of water is best secured by selecting a course for the road which is not horizontally level, so that the surface of the road may, in its longitudinal section, form, in some degree, an inclined plane; and when this cannot be obtained, owing to the extreme flatness of the country, an artificial inclination may generally be made. When a road is so formed, every wheel-track that is made, being in the line of inclination, becomes a channel for * Parliamentary Report, 1819, p. 49, t lb. p. 48.86 OK THE SECTIOK OE ROADS. Eig. 9. carrying off the water much more effectually than can he done by a curvature in the cross section or rise in the middle of the road, without the danger or other disadvantages which necessarily attend the rounding a road much in the middle. I con- sider a fall of about an inch and a half in ten feet to be a minimum in this case, if it is attainable without a great deal of extra expense.” While, then, the advantages attending the extreme con- vexity of roads is so small, the disadvantages are considerable; on roads so constructed, vehicles must either keep upon the crown of the road, and. so occasion an excessive and unequal wear of its surface, or use the sides, with the liability of being overturned. The evidence of coach-masters and others, taken before the Committee of the House of Commons, and appended to the report from which we have already quoted, quite bears out the view here taken, and shows that many accidents, and much danger, have arisen from the practice of forming roads with an excessive amount of con- vexity. In making the above remarks, we must be under- stood as only disapproving of the practice (which has been but too prevalent) of forming roads with cross sections rounding in an extreme degree, and not as advocating a perfectly, or nearly, flat road, as many, who have fallen into the opposite error, have done. We should recommend, as the best form which could be given to a road, that it cross section should be formed of two straight lines in- clined at the rate of about 1 in 30, and united at the center or crown of the road by a segment of a circle, having a radius of about 90 feet. This form of section is shown in fig. 9, and the rate of incli- nation there given is quite sufficient to keep the surface of a road drained, provided it is in good order and free from ruts; if such is not the case,OK THE SECTION OF ROADS. 87 no amount of convexity which could be given to the road would be of any avail, as the water would still remain in the hollows or furrows. The form of cross section here suggested is equally adapted to all widths of road, as the straight lines have merely to be extended at the same rate of inclination, until they meet the sides of the road. The foregoing remarks apply only to the exterior or upper surface of the finished road; with regard to the form which should be given to the bed upon which the road is to be formed, a similar difference of opinion exists as to whether it should be flat or rounding. In this case we are of opinion that, except where the surface upon which the road has to be formed is a strong clay or other soil imper- vious to water, no benefit will result, as far as drainage is concerned, in making the formation surface or bed of the road convex. It should be borne in mind that, after the road materials are laid upon the formation surface, and have been for some time subjected to the pressure of heavy vehicles passing over them, they become, to a certain ex- tent, intermixed; the road materials are forced down into the soil, and the soil works up amongst the stones, and the original line of separation becomes entirely lost. If the surface upon which the road materials were laid were to remain a distinct flat surface, perfectly even and regular, and into which the road materials could not be forced, then it would be of use to give such an inclination to it as would allow any water which might find its way through the crust or covering of the road to run off to the sides of the same; although, even then, it would have to force a pas- sage between the road materials and the surface on which they rest; such is, however, as we have already remarked, far from being the case; and, therefore, we hold that, unless under peculiar circumstances, no water which had found its way through the hard compact service of the road itself would be arrested by the comparatively soft surface of its bed, and carried off into the side ditches, whatever the slope which might be given to it. While, however, we88 ON THE SECTION OF BO ADS. believe that, as far as drainage is concerned, it is useless to form the bed or formation surface of the road with a trans- verse slope, we should, nevertheless, give it the same, or nearly the same, form as that which we have just recom- mended for its upper finished surface; with the object of making the two surfaces parallel, and so giving an equal depth of road material over every portion of the road. In this respect we do not agree with some road-makers, who not only recommend a less depth of road materials to be put on the sides than on the center of the road, but further advise that an inferior description of material should there be employed. On this subject we cannot do better than quote the following remarks, which Mr. Hughes has made on this point, and which are very much to the purpose :*— “ A very common opinion is, that the depth of material in the center of the road should be greater than at the sides, but, for my part, I have never been able to discover why the sides of the road should be at all inferior to the middle in hardness and solidity. On the contrary, it would be a great improvement in general travelling, if carriages could be made to adhere more strictly to the rule of keeping the proper side of the road; and the reasonable inducement to this practice is, obviously, to make the sides equally hard and solid with the center. In many roads, even where considerable traffic exists, the ‘ only good part of the road consists of about eight or ten feet in the center, the sides being formed with small gravel quite unfit to carry heavy traffic; and the consequence is, that the whole crowd of vehicles is forced into the center track of the road; thus at least doubling or trebling the wear and tear which would take place if the sides were, as they ought to be, equally good with the center. Another mischievous consequence is, that when it becomes necessary to repair the center of the road, the carriages are driven off the only good part on to the sides, which consist of weak material, and are often even dangerous for the passage of heavily-laden stage * The Practice of Making and Repairing Roads, by Thomas Hughes. 1838, p. 12.ON THE SECTION OF BO ADS. 89 coaches. On the other hand, if equal labour and materials be expended on the whole breadth of the road, it is evident that the wear and tear will be far more uniform; and when any one part requires repair, the traffic may with safety be turned on to another part. Hence, I should always lay on the same depth of material all over the road: and this alone will of course render it necessary to curve the bed of the road.” Too much attention cannot be paid to the drainage of roads, both as regards their upper surface, and that of the substratum on which they rest. To assist the surface drainage, the road should be formed with the transverse section which we have shown in fig. 9, and on each side of the road a ditch should be formed of sufficient capacity to receive all water which can fall upon the road, and of such a depth, and with a sufficient declivity, to conduct the same freely away. When footpaths have to be constructed on the sides of the roads, a channel or watercourse should be formed between them, and small drains, formed of tiles or earthem tubes (such as are used for underdraining lands), should be laid under the footpath, at such a level as to take off all the water which may collect in this channel, and convey it into the ditch. In the best-constructed roads, these side channels should be paved with flints or pebbles ; the drains under the footpath should be introduced about every 60 feet, and should have the same inclination (viz. 1 in 30) as we recommended for the sides of the road, as shown in fig. 9: a greater inclination would be objection- able. It is a very frequent mistake to give too great a fall to small drains, the only effect of which is, to produce such a current through them as to wash away or undermine the ground around them, and ultimately cause their own destruction. When a drain is once closed by any obstruc- tion, no amount of fall which could be given to it would again clear the passage; while a drain, with a considerable current through it, would be much more likely to be stopped from foreign matter being carried into it, which a less rapid stream could not have transported there.90 ON THE SECTION OP ROADS. In the case of a road whose surface was drained in the way which we have just described, and whose surface was composed of proper materials in a compact state, very little water would find its way through to the substratum; with some descriptions of soil, however, it would be desirable to adopt means for maintaining the foundation of a road in a dry state; as, for instance, when the surface was a strong clay through which no water could percolate, or when the ground beneath the road was naturally of a soft, wet, or peaty nature. Under such circumstances it would be de- sirable to provide for its proper drainage, by a species of underdrainage. As soon as the surface of the ground had been formed to the level intended for the reception of the road materials, trenches should be formed across the road, from a foot to eighteen inches in depth, and about a foot wide at the bottom, the sides being sloped as shown in fig. 10. The distances at which these drains ought to be formed would depend in a great measure on the nature of the soil; in the case of a strong clay soil, or one naturally very wet, there should be one about every 20 feet, and this Fig. 10. Formation Surface. Fig. 11. ROAD-WAV lOK THE SECTION OF BOADS. 91 distance might be increased as the ground became firmer or drier. In these trenches, a drain not less than 4 inches square inter- nally should then be formed either of old bricks, drain-tiles, flat stones, or in any other mode used for underdrains, and the re- mainder of the trench should be filled with coarse stones free from all clay or dirt, in the manner shown in fig. 10. Of course these drains must have a fall given them from the center of the road into the ditches on either side; an inclination of 1 in 30 will be sufficient. When the road is level in the direction of its length, these drains should run straight across, but on those portions of the road which were inclined, the drains should be formed, as shown on the plan, fig. 11, somewhat in the form of a very flat v, the point being in the center of the road, and the drains making an acute angle with the line of the road, in the direction in which, it falls; the amount of this angle should not be greater than is shown in fig. 11. WTien a road with footpaths is under- drained in the manner which we have just described, it will not be necessary to form drains from the side channel under the foot- path into the > ditch, as shown in fig. 9, but merely to carry up a little shaft, constructed in the same way as the drain, from the drain to the channel, covering the same with a small grating to prevent leaves or other sub- stances, which might choke the drain, being carried into it. This method of forming the drains is shown at a in fig. 12. Fig. 12. Materials92 ON THE CONSTRUCTION OF ROADS. CHAPTER III. ON THE CONSTRUCTION OF ROADS. "We next proceed to the mode which should be pursued in the construction of the road itself, but before doing so, we must say a few words on the foundation upon which the road materials are to be placed. On this subjct, again, a great difference of opinion exists. By a few, amongst whom we may mention Mr. M‘Adam, it has been main- tained that a yielding and soft foundation for a road is better than one which is firm and unyielding; and he has gone so far as to say that he “ should rather prefer a soft one to a hard one,” and even a bog, “If it was not such a bog as would not allow a man to walk over it.”* The principles upon which this opinion was founded were, that the road on the soft foundation being more yielding or elastic, the materials of which the covering of the road was formed would be less likely to be crushed and worn away by the passage of a heavy traffic over them than when placed on a hard solid. The contrary opinion is, however, that which has received the largest number of advocates, and is that which we ourselves hold; and we feel assured that there is no more general cause of bad roads than their being formed upon a soft foundation. We would most strongly urge the necessity of securing a firm, solid, and dry substratum for the road materials to rest upon; and we are quite satisfied that, however good the materials themselves may be, and however much care may be be- stowed upon the manner in which they are put on, unless a good foundation has been previously prepared, the whole of the materials and labour will be only thrown away. The outer surface of the road should be regarded merely as a covering to protect the actual working road beneath, which latter should be sufficiently firm and substantial to support * Parliamentary Report, 1819, p. 23.ON THE CONSTBUCTION OF ROADS. 93 the whole of the traffic to which it may be exposed. The real use of the road materials laid over it should be only to protect this actual road from being worn and injured by the horses’ feet and the wheels, or from the action of the weather. And this lower, or sub^road, as it may be called, being once properly constructed, would last for ever, merely the outer case or covering requiring to be renewed from time to time, so as always to preserve a sufficient depth for the protection of the sub-road. We may very conveniently class roads, according to the manner in which their foundation is formed, as follows:— 1st. Roads having no artificial foundation, but in which the covering materials are laid on the ground. 2nd. Roads having a foundation of concrete. 3rd. Roads having a paved foundation. And each of these might be again divided according to the kind of material employed as a covering. The first of these classes will certainly contain by far the largest proportion of the roads in this country. But it should only be employed in cases where the importance of the road is not sufficient to warrant any large expenditure, and when the amount of traffic to be anticipated is small; for we are certainly of opinion that is a very mistaken eco- nomy which would incur a large permanent annual outlay for repairs, to save in the original cost of constructing the road, and we are satisfied that, in this sense, a road with a paved or concrete foundation will always be found less expensive than one formed without such a foundation. Where, however, circumstances may render it necessary to construct a road upon the natural surface of the ground, every care should be taken to make it as solid as possible. If the ground is at all of a soft or wet nature, deep ditches should be cut on each side of the line of the road, and cross underdrains should be formed in the manner already de- scribed at page 91. And where the ground is very soft, a layer of faggots or brushwood, from 4 to 6 inches in depth, should be laid over the surface of the ground before laying on the road materials. In cases of embankments, or where94 ON THE CONSTRUCTION OP ROADS. the ground under the road has been recently deposited, the surface should be either rolled or pmned, that is, beaten with heavy beetles, so as to ensure as great a degree of solidity as possible. The same mode of proceeding should be followed, even where it is intended to form either a paved or concrete foundation, for, as we before remarked, too much care cannot be bestowed on that part of the road. The employment of concrete composed of gravel and lime was first proposed by Mr. Thomas Hughes, and the following remarks upon its use are quoted from his work on roads.# “ The use of lime concrete, although an introduction of modem times, and certainly one of rather a novel charac- ter, derives its real origin from a very remote period, We have indisputable evidence that the Romans, in construct- ing their military ways, particularly in France, adopted the practice of forming a concrete foundation composed of gravel and lime, on which also they placed large stones as a pavement. The consequence of a construction so solid has been, that, in many parts of Europe, the original bed or crust of the Roman roads is not at the present day entirely worn down, even after a lapse of fifteen centuries. “ With the view of affording a modem example in which lime concrete has been used, I would refer to the Brixton- road, where a concrete composed of gravel and lime has been recently applied by Mr. Charles Penfold, surveyor to the trust. In this case the proportion of gravel to lime is that of four to one. The lime is obtained from Merstham or Dorking, and before being used is thoroughly ground to powder. The concrete is made on the surface of the road, and great care taken, when the water is added, that every particle of the lime is properly slacked and saturated. The bed of concrete having been spread to the depth of 6 inches over the half breadth of the road, the surface is then covered over with 6 inches of good hard gravel or broken The Practice of Making and Repairing Roads, p. 44.OK THE COKSTBTTCTIOK OE BOAES. 95 stone, and tliis depth is laid on in two courses, of 3 inches at a time, the first course being frequently laid on a few hours after the concrete has been placed on the road. The carriages, however, are not on any account allowed to pass over it until the concrete has become sufficiently hard and solid to carry the traffic without suffering the road material to sink and be pressed into the body of concrete. On the other hand, the covering of gravel is always laid on before the concrete has become quite hard, in order to admit of a more perfect binding and junction between the two beds than would take place if the concrete were suffered to be- come hard before laying on the first covering. The bene- ficial effect arising from the practice of laying on the gravel exactly at the proper time is, that the lower stones, pressed by their own weight, and by those above them, sink par- tially into the concrete, and thus remain fixed in a matrix, from which they could not easily be dislodged. The lower pebbles being thus fixed, and their rolling motion conse- quently prevented, an immediate tendency to bind is com- municated to the rest of the material—a fact which must be evident, if we consider that the state called binding, or rather that produced by the binding, is nothing more than the solidity arising from the complete fixing and wedging of every part of the covering, so that the pebbles no longer possess the power of moving about and rubbing against each other. It is found that, in a very few days after the first layer has been run upon, the other, or top covering, may be applied; and, shortly afterwards, the concrete, and the whole body of road material, becomes perfectly solid from top to bottom. The contrast thus presented to the length of time and trouble required to effect the binding of road materials where the whole mass is laid on loose, is alone a very strong recommendation in favour of the concrete. “ The experiment of using concrete on the Brixton-road, although not at present on a very extensive scale, has been tried under circumstances very far from being favourable, and on a part of the road .which had hitherto baffled every96 ON THE CONSTBTJCTION OE HOADS. attempt to make it solid. Since the concrete has been laid down, however, there is not a firmer piece of road in the whole trust; and from the success of this and other trials made by Mr. Penfold, but which I have not seen, I believe it is his intention to recommend it, in a general and exten- sive way, to several trusts under whom he acts.” Mr. Penfold, himself, states the result of an experiment made by him upon the Walworth-road. " It was raised by nine inches of concrete, and six of granite and Kentish rag-stone mixed; and in some parts it was covered by rag and flints. The improvement is so great, with respect to the draught, and so desirable with respect to the saving in the annual repair, that the trust have directed it to be ap- plied to upwards of two miles of road upon which the greatest traffic exists.” * One of the principal advantages attending the employ- ment of concrete as a foundation for roads is, that in this manner a good and solid road may be made with materials, such as round pebbly gravel, which, in any other mode of application, would be but very ill suited to the purpose, and would form a very imperfect road. And this description of gravel is that which is by far the most frequently met with. The gravel selected for this purpose should be free from any kind of dirt, clay, or other impurity, and should consist of stones and sand, mixed in about such proportions that the latter would just fill the interstices of the former. The gravel should then be mixed with the proper quantity of ground unslacked lime—in ordinary cases five or six parts of gravel and one of lime will be found to answer; after which, sufficient water being added to effect the slack- ing of the lime, the whole should be quickly, but thoroughly, mixed up, and then immediately thrown into place, and trimmed off at once to the proper form intended to be given to its upper surface; the first layer of broken stones' or screened gravel, as the case may be, should then, as Mr. * A Practical Treatise on the best Mode of Making and Repairing Roads, by Charles Penfold, p. 31.Off THE COffSTBTJCTIOff OP BOADS. 97 Hughes directs, be put over just at that period when the concrete is about to set, and which time a very few trials will suffice to determine. The other mode of forming an artificial foundation to which we have alluded, was introduced by Mr. Telford, and consists in forming a rough pavement on the top of the for- mation-surface, which is afterwards covered by the road materials. The following is an extract from one of Mr. Telford’s specifications for a portion of the Holyhead- road:—“ Upon the level bed prepared for the road mate- rials, a bottom course or layer of stones, is to be set by hand, in form of a close firm pavement; the stones set in the middle of the road are to be 7 inches in depth: at 9 feet from the center, 5 inches; at 12 from the center, 4 inches; and at 15 feet, 3 inches. They are to be set on their broadest edges lengthwise across the road, and the breadth of the upper edge is not to exceed 4 inches, in any case. All the irregularities of the upper part of the said pavement are to be broken off by the hammer, and all the interstices to be filled with stone chips, firmly wedged or packed by hand, with a light hammer; so that whep the whole pavement is finished, there shall be a convexity of 4 inches in the breadth of 15 feet from the center.” * The stone which Telford employed for this purpose, was generally such as would have been totally unfit for most other purposes, both on account of its inferior quality, and from the smallness of its dimensions. In comparing the relative merits of these two methods of forming the founda- tions of roads, due regard must be had to the nature of the materials found in the locality in which the road has to be formed. Where stone is plentiful, and easily procured, the paved foundation would be the best; while, in a neigh- bourhood where stone was scarce, but gravel and lime abundant, the preference must be given to the concrete foundation. The foundation of the road having been prepared, in Sir H. Parnell on Hoads, p. 1S3.98 ON THE CONSTRUCTION OF ROADS. either of the inodes which we have described, the next pro- ceeding is, to form a firm and compact covering to protect the foundation from being injured, and to form a smooth surface for carriages to travel upon. Wow, in order to fulfil this double office efficiently, the materials of, which this covering is composed should possess the property of becom- ing quickly united into one solid mass, whose surface should be smooth and hard, and at the same time not liable to be broken to pieces, or ground into dust, by the wheels or the horses’ feet. All the materials which have been applied for this purpose belong to one of two kinds; either angular fragments of broken stone of different sorts, or gravelly pebbles, more or less round: and it is essential to the formation of a good road that the distinction here pointed out be kept always clearly in view, because a totally differ- ent mode of proceeding must be adopted to form a perfect road with these two classes of material. The want of attention to the distinction which we here point out has led to much discussion and misapprehension upon the subject of employing clay, chalk, or other material, as a binding upon roads. If the materials of which the road covering is to be formed are in angular masses, then no binding of any description is requisite; as it is found that they quickly become united by dovetailing, as it were, amongst each other, and that in a much firmer manner than they would become by the use of any kind of artificial cement. When, however, the stones, instead of being angular, are round and pebbly, like gravel stones, it then becomes necessary to mix with them just sufficient foreign matter, of a binding nature, as will serve to fill up the interstices between the stones, which otherwise would roll about, and prevent the road from becoming solid. We have, then, two methods of cementing or solidifying the surface of a road: one, by the mechanical form of the materials themselves forming a species of bond; the other, by the use of some cementing or binding matter. And in comparing the relative merits of the two, the preferenceON THE CONSTRUCTION OE ROADS. 99 must certainly be given to the former, that in which the stones are caused to unite from their dovetail form, without the use of any cementing material. The principal reason for giving this preference is, that roads formed with stones so united, are not affected materially by wet or frosty weather; whereas, those whose surfaces are composed of pebbly stones united by some cementing material become loose and rotten under such circumstances, from the cementing material becoming softened by the wet, and reduced to a loose pulverulent state by subsequent frost. The first method, that of forming the road-covering entirely with angular pieces of stone, without any other material, was first strongly recommended by Mr. M‘Adam, and all sub- sequent experience has shown its superiority over every other which has been employed. The most important quality in stone for road-making is toughness ; mere hard, ness without toughness is of no use, as such stone becomes rapidly reduced to powder by the action of the wheels. Those stones which have been found to answer this purpose best are, the whinstones, basalts, granites, and beach pebbles. The softer descriptions of stone, such as the sand- stones, are not fitted for this purpose, being far too weak to resist the crushing action of the wheels. The harder and more compact limestones may be employed; but, generally speaking, the limestones are to be avoided, in consequence of their great affinity for water, which causes them, in frosty weather, which has been preceded by wet, to split up into a pulverulent state, and destroys the solidity of the road. Next in importance to the quality of the stone is its proper preparation; this consists in reducing it to angular fragments of such a size that they will pass freely through a ring of 2£ inches in diameter in every direction; that is, that their largest dimensions shall not exceed that mea- sure. The stone, having been thus prepared, should then be evenly spread over the surface prepared for the foundation of the road, to the depth of about 6 inches; and the road r 2100 OH THE CONSTBTJCTION OE HOADS. should then be opened for traffic. In Mr. Telford’s specifications, he usually directed that on the top of this coating of broken stone a layer of good clean gravel, about an inch and a half in depth, should be spread before throw- ing the road open for use. The reason for this practice was, to lessen the extreme unevenness of the surface, and to render the road more pleasant to pass over when first opened; it would be better, however, for the public to put up with the temporary inconvenience of a rough road, because the gravel does a permanent injury to the road, and lessens in a considerable degree the property which the stones possess of uniting into a compact solid mass* Broken stone, being so superior to gravel for the pur- pose of road-making, should always be employed where it can be easily obtained. There are, however, many situations in which gravel is the only available material. The quality of gravel varies so considerably, that while some kinds may, when properly prepared, form a very excellent road, others may be entirely worthless; of this last are those kinds of gravel the stones composing which are of the sandstones and flints, for even these last, although hard, are so exces- sively brittle as to be immediately crushed by the passing of the wheels over them. The gravel when taken from the pit should be passed over a screen which will allow all stones less than three quarters of an inch to pass through it, and the fine stuff, or hoggin, as it is technically termed, thus obtained, should be reserved for forming the footpaths; the remainder, which has not passed through the screen, should have all the stones whose greatest dimension is more than inches removed and broken, and it would be de- sirable that these broken stones should be reserved for the upper layer. In screening the gravel, especially as it first comes out of the pit, a certain portion of loam will gene- rally be found to adhere to the stones, and this should by no means be separated from them, for, as we have already mentioned, although angular broken stones require no ex- traneous substance to cause them to bind, the case is diffe- rent with the pebbles, of which most gravel is composed,ON THE CONSTRUCTION OF ROADS. 101 which require a certain amount of loam, clay, or chalk, to fill up the interstices between the stones, and prevent them from being rolled about, as they otherwise would be. On this subject, Mr. Hughes has made some observations so much to the purpose that we cannot do better than quote them: *—“ In laying on this upper covering many surveyors commit a great error in not making a distinct difference be- tween angular or broken stones and those rounded smooth pebbles of which gravel is usually composed. The former cannot be too well cleaned before being laid on the road, because, even when entirely divested of all earthy matter, they soon become wedged and bound closely together when the pressure of carriages comes upon them. But the case is different with the smooth round surfaces of gravel; for if this material be entirely cleaned by means of washing and repeated siftings, the pebbles will never bind, until in a great measure they become ground and worn down by the constant pressure and rubbing against each other. Before this takes place the surface of ’the road must be considerably weakened, and will in fact be incapable of supporting the pressure of heavy wheels, which conse- quently sink into it, and meet with considerable resistance to their progress. Under these circumstances, it seems that the practice of too scrupulously cleaning the rounded pebbles of gravel must be decidedly condemned; and the question then arises, to what extent should the cleaning process be dispensed with; or, in other words, what pro- portion of the binding material found in the rough gravel, as taken out of the pit, should be allowed to remain in the mass intended to be placed on the road? * * * A long course of experience, accompanied by attentive observa- tions on these details in the practice of road-making, has convinced me that it is much better and safer, as a general rule, to leave too much of the binding material in the gravel than to divest it too completely of this substance. When the gravel is placed on a road without being sufficiently * The Practice of Making and Repairing Roads, p. 15.102 ON THE CONSTRUCTION OF ROADS. cleaned, the constant wear and tear, aided by the occur- rence of wet weather, causes the harder material or actual gravel to be pressed close together; and the surplus of soft binding material remaining after the interstices between the pebbles are filled up being then forced to the top, and usually mixed with water, becomes mud, and according to the usual practice should be scraped to the sides of the road. When this has been done, the surface is usually firm and solid; because the hard gravel below the mud has become perfectly bound, without, at the same time, being broken or ground to pieces. Suppose, next, a road covered with gravel too much cleaned, where it is evident that the destruction of the gravel will continue until it becomes broken into angular pieces, and a sufficient quantity of pulverised material has been formed to hold the stones in their places and thus to effect the binding of the mass. I need hardly say, that the deterioration thus occasioned to the road is an evil of much more importance, and one much more to be avoided, than that occasioned by employing stones not sufficiently cleaned. Kegardless of all this, however, it is the practice of many road-surveyors to insist that all gravel of whatever quality shall be rendered per- fectly clean by repeated siftings, and even by washing, until it becomes entirely divested of all that may properly be considered the binding part of the material.’* The gravely when thus prepared by screening, should be laid on and spread to a uniform depth of not more than 6 inches over the whole road, which may then be thrown open to the use of the public: particular care and atten- tion, however, is required to be given to new roads when first opened for traffic; a sufficient number of men should be employed to keep every rut raked in the moment it appears, and guards or fenders should be placed on the road, to oblige the vehicles to pass over every part of its surface in turn. If these precautions are not taken, years may elapse before the road attains a firm condition; and many roads have been permanently ruined through the want of proper attention when first used. When ruts areOK THE CONSTRUCTION OF EOAfcS. 103 once formed, every succeeding vehicle using the road keeps in the same track, deepening and increasing the rut, which in wet weather becomes filled with water, which, having no other means of escape, slowly penetrates the sides and bottom of the rut, rendering them so soft as to be still further acted upon by each succeeding carriage. These ruts once formed, a much larger outlay is required to re- pair the injury than would have prevented its occurrence, besides the inconvenience, danger, and expense to the pub- lic, in being obliged to travel on a road when in such a condition. Amongst the substances which we mentioned might be mixed with clean gravel to enable it to bind was chalk. Now we think it necessary to say a few words on the use of chalk on roads, as much misapprehension exists on the subject, and many roads have been ruined from its improper use. There are two modes in which chalk may be advan- tageously employed in the construction of roads. It may be laid in the very bottom of the road, to form the founda* tion; but it must be at such a depth as to be entirely beyond the influence of frost, otherwise it will quickly destroy the road, for chalk has a very powerful affinity for water, or rather, to speak more correctly, capillary attraction for it, in consequence of which it readily absorbs all the moisture which finds its way through the road covering; and herein consists its value if judiciously applied, for the water thus absorbed would otherwise have penetrated to the founda- tion of the road and rendered it soft. If, however, the chalk be placed within the influence of frost, the water, which is only mechanically held by the chalk, will, in the act of congealing, expand, and by so doing rend the chalk into a thousand fragments, and reduce it in fact to a pulve- rulent state, which the succeeding thaw changes into a soft paste or mud. The other purpose for which chalk may be employed is, as we have already mentioned, to be mixed with gravel in order to make it bind; in using chalk, how- ever, for this purpose, it should be borne in mind that it is only required when the gravel is perfectly clean and free104 ON BEPAIBING AND IMPBOVING BOADS. from other binding matter; the mixing it with gravel al- ready containing sufficient clay or loam is not only useless, but is positively injurious; and, even when the gravel is of such a nature as to require being mixed with chalk, great care should be taken not to add too much, for it is not with chalk as with the loam or clay, with which gravel is naturally combined; the latter, generally speaking, pos- sesses little power of absorbing water, but the superabun- dant chalk would soon be reduced to the state of a soft paste by the action of the weather, in the manner which we have just described. Chalk, therefore, if used as a bind- ing material with gravel on the surface of roads, should he reduced to a state of powder, and should he perfectly and thoroughly mixed with the gravel before the latter is spread on the road. We would also remark here, that, although we have re- commended the use of bushes or bundles of faggots, to form the foundation of roads over very soft or boggy ground, they should only be employed in such situations, and at such a depth below the surface, as will ensure their always being damp; for when in a situation where they would be alternately wet and dry, they would quickly become rotten, and form a soft stratum beneath the road. CHAPTER IY. ON EEPAIBING AND IMPBOVING EXISTING BOADS. The improvement of existing roads may be divided into two distinct branches; namely, the improvement of their general course and levels, and the improvement of the ma- terials of the road. The first of these consists in the application of the principles which we have laid down forOIT BEPAIBIKG AOT IMPBOYIKG BOADS. 105 the construction of new roads to the altering of those already existing, and consists generally in straightening their course by avoiding unnecessary curves and bends; improving their levels by either avoiding or cutting down hills, and embanking valleys ; increasing their width, where requisite, and rendering it uniform throughout. As these principles are the same in both cases, and their application has been already explained at length, it will be unnecessary to recapitulate them here. It is to the second class of improvements that we are about to direct attention; namely, that of the surface of the road ; and this consists in bringing its transverse section to the form which we have shown in fig. 9, page 86, filling up all ruts, cleansing and deepening, if necessary, the side ditches, cutting down trees or hedges by the side of the road, removing mud-banks which but too often exist on the road-sides, and putting proper materials on its surface. Of all these, the most important to explain, because the most difficult to effect, and the least generally understood, is the method by which to improve the condition of the surface of the road. With most surveyors the universal remedy for a bad road is to heap on fresh material; whereas, as Mr. M‘Adam has very justly observed,* “ Generally, the roads of the kingdom contain a supply of materials suf- ficient for their use for several years, if they were properly lifted and applied.” Generally speaking, the cause of bad roads is their imperfect transverse form, and the improper manner in which the road materials are used. The re- medial measures to be adopted must, in a great degree, depend upon the nature of the materials composing the upper surface of the road; but, whatever these may be, the road must be brought to the proper form of section before much improvement can be expected. This should be done by cutting down those parts which are too high, and rais- ing the depressed parts; where, however, the surface of £ 3 Parliamentary Report, 1819, p. 21.106 OK EE PAIRING AND IMPROVING ROADS. the road is so rotten or brittle that the materials so taken off are not fit to be again used this may be done gradually, and rather by the addition of fresh material to the lowest parts. Unless the materials of which the road has been formed are found to be thus brittle or rotten, or to be already very thin, the course to be pursued is that which is technically termed lifting the road, which consists in loosen- ing and turning the surface of the road to a depth of about four inches, and carefully removing such portions of the materials as may be found in an improper state; such as large stones, which should be broken into pieces of the proper dimensions, and then restored to the road. Where, however, the materials of the road are of such a nature that in lifting they would crumble or fall to powder, a different mode of proceeding must be adopted; in this case we must carefully cleanse the surface of the road, from all mud and dirt, after which fresh material, prepared as we have described in the preceding chapter, should be laid on in a very thin coat, never exceeding at one time three inches, and, under ordinary circumstances, not more than two inches in thickness. Where the surface of a road, although hard, is found to be very thin, instead of lifting the old materials, it will be requisite to add a fresh coat, preparatory to doing which it would be well just to loosen the surface of the road with a pick, so that the new mate- rial may become more rapidly incorporated with the old road. The best time of the year for repairing roads is in the autumn, when the roads are in a wet state, as the depressed and soft parts of the road are not only then more readily detected, but the surface of the road is then softer, and the new materials are more easily worked into it. As we before observed, the quantity laid on at one time should never exceed three inches in depth, and, generally speak- ing, a half, or even a third, of this thickness would suffice, if judiciously employed. It is certain that more roads are spoilt from having too much material put upon them than there are from having too little. On this subject Mr. Pen-OK REPAIRING AND IMPROVING ROADS. 107 fold, whose experience in road-making cannot be questioned, remarks:—“ It is one of the greatest mistakes in road- making that can be committed, to lay on thick coats of materials, and when understood, will be no longer resorted to. If there be substance enough already in the road, and which, indeed should always be carefully kept up, it will never be right to put on more than a stone’s thickness at a time. A cubic yard, nicely prepared and broken, as before described, to a rod superficial, will be quite enough for a coat, and, if accurately noticed, will be found to last as long as double the quantity put on unprepared and in thick layers. There is no grinding to pieces when so applied; the angles are preserved, and the material is out of sight and incorporated in a very little time. Each stone becomes fixed directly, and keeps its place; thereby escaping the wear and fretting which occur in the other case.” * We have mentioned above, that the most proper time for repairing roads is in the autumn; it must not, however, be supposed that it is only at this season that roads require to be repaired; they should, so to speak, be always under repair: every road should be divided into lengths, on each of which an intelligent labourer, who thoroughly under- stands his business, should be placed, to attend constantly and at all times to the proper state of the road, and for which he should be responsible. His office would consist in keeping the road always scraped clean and free from mud, in filling any ruts or hollow places, the moment they appeared, with broken stone’s, which should be kept in depdts or recesses formed on the sides of the road, and one of which should be provided in each quarter of a mile.t Each man should be provided with a wheelbarrow, a shovel, a pickaxe, and a scraper; each of these, and the other tools and implements requisite for the formation or repair of * A Practical Treatise on the best Mode of Making and Repairing Roads, p. 15. +■ These Depots should be capable of containing about 30 cubic yards of material, and are beat when the sides are formed with walls, so that the quantity of material in them can be easily ascertained.108 ON EEPAIEING AND IMPEOYING EOADS. roads, will be hereafter described. As the autumn ap- proached, when more had to be done to the road, additional labourers should be engaged to assist; but the constant labourers would be alone responsible for the good order of the road, and the others would act under their direction. It might be supposed that the system here proposed, of keeping men constantly and permanently to look after the roads, would be attended with great and unnecessary expense; but this opinion will not be held by those who have tried the two methods ; it will be found in this, as in most other cases, that the old adage is true, which asserts that “ prevention is better than cure ;” it is vastly cheaper to prevent a road from getting out of repair, than it is to restore it again to a proper state. Not only should the mud formed in wet weather be care- fully scraped off from its surface to the sides, and removed altogether as soon as it becomes sufficiently solid, but in dry weather the roads should be constantly and regularly watered. In recommending this, we are not considering the comfort of passengers using the road, although that alone would be a sufficient reason, but on account of the road itself. After a long season of drought, the surface of roads becomes, as it were, baked i and in this state, being brittle, would quickly be injured and worn to dust by con- stant traffic; a regtdar and moderate supply of water, how- ever, entirely obviates this, and preserves the road in a proper state. Care should* however* be taken that the water is properly applied, as much injury might be done by discharging the water, either in too great quantity, or not evenly distributed; the manner in which the water should be poured upon the road should resemble, as nearly as pos- sible, a gentle shower of rain. The system of watering roads in particular states, even in winter, has been prac- tised with advantage, as the following extract from the evidence of Mr. Benjamin Earey, surveyor of the White- chapel-road, before the Committee of the House of Com- mons, will show:—“ The wheels stick to the materials, in certain states of the road, in spring and autumn, when it isFig. 13. Side Drain, § o «o CTi 2110 ON REPAIRING AND IMPROVING ROADS. between wet and dry, particularly in heavy foggy weather, and after a frost; by which sticking of the wheels the Whitechapel-road is often, in a short time, dreadfully torn and loosened up; and it is for remedying this evil that I have, for' more than eight years past, occasionally watered the road in winter. As soon as the sticking and tearing-up of the materials is observed to have commenced, several water-carts are employed upon these parts of the road, to wet the loamy and glutinous matters so much that they will no longer adhere tb the tire of the wheels, and to allow the wheels and feet of the horses to force down and again fasten the gravel-stones ; the traffic, in the course of four to twenty hours after watering, forms such a sludge on the surface as can be easily raked off by wooden scrapers, which is performed as quickly as possible; after which, the road is hard and smooth: the advantages of this practice of occasional winter-watering have been great; and it might, I am of opinion, be adopted with like advantages on the other entrances into London, or wherever else the traffic is great, and the gravel-stones are at times observed to be torn up by the sticking of the wheels.”# We shall next proceed to a description of the ^ tools or implements employed in the construc- tion and repair of roads. The most important of these is the level used for forming the true transverse section of the road. It is shown in figure 13, and consists of a horizontal straight- edge or bar A c, having in the center of its length a plummet b d, for ascertaining when the straightedge is horizontal. Thus far it ex- actly resembles an ordinary bricklayer’s level. A line is drawn near the end A of the bar, and at every four feet from this line a gauge (a, b, c, dy) is fixed in a dove-tailed groove, in such a way as to be capable of being moved up or down, so as to adjust the depth of its lower end below the horizontal line of the bottom of the straightedge; # Parliamentary Report, 1819, p. 40. iON EEPAIBING AND IMBBOVING BOADS. Ill and there are thumb screws (one of which is shown on an enlarged scale in figure 14) passing through each gauge, by tightening which the gauge can be fixed when so adjusted. When the bottoms of the gauges a9 b, c, and d, have been adjusted as shown in fig. 13, they will coincide with the surface recommended to be given to a road 30 feet in width, and such as we have shown in fig. 9; and, in order to ascertain whether the surface of any existing road is constructed to the proper inclination and form, it is only requisite to«apply the level, which, when placed perfectly horizontal, by means of the plummet b d, should rest upon the road at the lower extremity of each of the gauges a, b, c, and d. For forming the sides of roads of greater width than 30 feet, it would be convenient to have a level constructed in the manner shown in fig. 15, in which A b is a straightedge about 15 feet long, having in the center of its length a plummet c d, so adjusted that when hanging truly in its place, the lower side of the straightedge should be inclined from a horizontal line at the rate of 1 in 30. The jpiclc used for lifting the surface of Fig. 16. roads is shown in fig. 16. The bent iron head a b should weigh about ten pounds, haying a large eye in the center (c), in which is fitted the handle, which should be of ash, rather more than two feet in length; one extremity a should be tformed like the end of a chisel, while the other b should termi- nate in a blunt point. Both ends should «' be tipped with steel.112 ON REPAIRING AND IMPROVING ROADS. 3Tig. 17. The most useful form of shovel for road purposes is shown in fig; 17. The blade should he somewhat pointed, and the handle bent, so as to enable the person using it to bring the blade flat upon the surface of the road without excessive stooping. The ordinary wheelbarrows are of ash or elm, with cast-iron wheels ; but it would be an advantage if wheelbarrows for road pur- poses were made of wrought iron, which would combine strength and durability with lightness. Of whatever material, however, they are constructed, they should not ex- ceed nine inches in depth, and their sides | should be splayed with a slope of 2 to 1. It would be also very desirable to have hooks placed on their sides to receive a sh’ovel and pick. The screens, or sieves, employed for sepa- rating the coarse gravel from the hoggin or small gravel, consist of iron wires or slender rods, placed at equal dis- tances apart, and fixed in a frame of wood, the sides of which are raised about five inches above the plane of the wires. In the screens the frames are rectangular, about 5 feet 6 inches in height and 3 feet wide, and the wires are stretched in the direction of its length at distances varying from half an inch to an inch and a quarter, according to the size of the stone required; and these wires are kept in place by others crossing them at intervals of five or six inches. When used, they are placed so that the plane of the wires is inclined about 30° from the upright, and the gravel to be screened being dashed or thrown forcibly against them, the finer particles pass through and fall on the further side of the screen, while the large stones roll down its surface and fall on the nearest side. The sieves are somewhat different in form, the frame being circular, forming a cylinder about 6 inches in depth and 20 inches in diameter, the wires being placed either as we have alreadyOK BEPAIEIKG AKD IMPBOYIKG EOADS. 113 Tig. 18. I'm. 19. I’m. 20. 14 inches.114 OK BEPAIBIKG AKD IMPBOVIKG BO ADS. described or equally close in both directions, and forming a kind of bottom to the cylinder. The sieve is held hori- zontally by one man, while the other throws into it a shovelful of gravel; upon shaking the sieve the fine hoggin falls through, leaving the stones in the sieve, which are then thrown by the man into anything which may be placed to receive them. The latter is generally the best and cheapest mode of screening gravel. The hammers generally employed for breaking stones are of two sizes, and are shown in figs. 18 and 19. The handles should be of straight-grained ash, and the iron heads of the weight and form shown in the drawings ; the faces should be spherical, and case-hardened or steeled. Fig. 20 represents the ring to be used for testing the size of the broken stones. Its internal diameter is 21- inches, and the largest stones should be able to be passed through the ring in every direction. Fig. 21 represents a pronged forJc, to be used instead of a shovel for taking up the stones to throw upon the road. The advantages attending its use are, that a man can take up the stones much quicker and easier than with a shovel, and free from all dirt and extraneous matter, which, in the case of broken angular stones, is of importance. It is sometimes advantageous to roll the surface of new roads, in order to consolidate the material, and for this purpose a cast-iron roller is usually employed, about five feet wide, four feet in diameter, and weighing about four tons. The rakes, which should be employed in filling in ruts and hollow places in the surface of roads, should be formed with prongs between 2 and 3 inches in length, fixed at the distance of three-quarters of an inch apart, into a wooden head about 11 inches in length. Their handles should be formed of ash, and should be about six feet in length. Scrapers are indispensable for preserving roads in a proper state and free from mud. They are usually con- structed of wood shod with wrought iron, but it is much beti er to make them entirely of iron. They should be 6 inches in depth, and about 18 inches in length, and slightlyOK HEDGES AKD FEKCES. 115 curved at each extremity to prevent the escape of mud at each side. Scraping Machines have been invented, and are very generally employed, by means of which the surface of a road may be scraped much more regularly and quickly than with the old scrapers. They consist of a number of iron scrapers, attached to a frame mounted on wheels, which are so placed that, when the body of the machine is raised somewhat, the wheels are lifted from the ground, and the whole weight of the machine is thrown upon the scrapers, which, upon the machine being drawn across the road, scrape all the mud from its surface, and carry it to the sides. A machine has also been invented by Mr. Whitworth, of Manchester, which has been extensively employed both at that place and in London, for sweeping up the mud from the roads and carrying it away at once. It consists of a species of endless broom, passing round rollers attached to a mud cart, and so connected by cogged wheels with the wheels of the cart that, when the latter is drawn forwards, the broom is caused to revolve, and sweeps the mud from the surface of the road up an inclined plane into the cart. The machine is drawn by one horse; and by its aid the roads are swept much more rapidly and better than by the old system of scraping, and with far less injury to the sur- face of the road and annoyance to the passengers. CHAPTER V. OK HEDGES AKD FEKCES. Ik most situations fences of some description are re- quired to mark the boundaries of roads, and separate them from the adjoining lands. They should, however, always be dispensed with wherever it is possible to do so,116 Off HEDGES AffD EEffCES. for the reason, that all fences, of whatever kind, to a greater or less extent deprive the surface of the road of a free exposure to the action of the wind and sunshine, both of which are essential to maintain it in a dry state. Few persons are aware of the extent to which a road may be injured by being fenced in with high hedges, or lined with trees; the latter are worse even than hedges, because they not only shelter the road from the effects of the air and sun, but further injure it by the drippings of rain which fall from their leaves, and retain the road in a wet state long after it would otherwise have become dry. Where fences are indispensable, they should therefore be kept as low as possible, and thrown as far as they can be from the sides of the road. When the road has a deep ditch on either side, it then becomes necessary, to prevent accidents, that the fence should be placed between the road and the ditch ; but in all other situations the fence should be placed on the field side of the ditch; for the double reason, that in so doing the surface drainage of the road into the side ditches is less interfered with, and that the road is then not so much sheltered by the fence itself. The different descriptions of fence which may be em- ployed are very various; in districts where stone is plen- tiful, and especially in the immediate neighbourhood of the quarries, where stone rubble can be obtained at a trifling cost, dry walls built of this description of stone, without any mortar, are very good and cheap, and when once built require little or no repairing. As far as the road itself is concerned, an open post-and- rail fence is the best which can be employed, because it scarcely impedes the action of the wind and sun upon the surface of the road; but the great practical objection to a timber fence of any description is, its liability to decay, which occasions a frequent and constant expense to be incurred in its renewal. The most general, and, all things considered, the most useful, fence is the quickset hedge : and, if properly planted, and carefully attended to for the first few years, a naturalON HEDGES AND FENCES. 117 fence may thus be obtained, sufficiently strong to resist the efforts of every description of cattle to get through it, and to maintain which hut a very small annual sum will be requisite, A bank or mound of earth, at least two feet in depth, should be prepared for the reception of the quicks, which should be three-years plants which have been transplanted two years. The best description of soil is one of a light sandy nature, which will admit sufficient moisture to nourish the plants, aud retain a portion even in dry seasons. Heavy clay soils are not sufficiently pervious to water, and plants placed in such soils are never found to thrive. A mixture of peat or rotten leaves is of great use, and causes the plants to grow with much vigour. The most usual way is, to plant the quicks in a single row, at distances of about four inches apart. But a much better hedge is formed by planting them in a double row, as shown in fig. 22, with a space of six inches between the two rows, and the plants the same distance apart in each Fig. 22. O O O O o o 0 O o o o row, and so arranged that the plants in one row are oppo- site the spaces in the other. By this arrangement, although the plants are really not so crowded, but have more space round their roots from which to derive nou- rishment, they form a thicker hedge. The proper time for planting quicks is either during the autumn or spring, and in fine seasons the operation may be continued during the whole winter. A temporary fence should be put up to pro- tect the young plants from injury, or from having the shoots eaten off by cattle; and this fence should be kept up until the hedge has attained sufficient strength to require its protection no longer, which, under favourable circum- stances, will be in about three or four years after the quicks have been planted. In order that the plants should thrive, they must be very carefully attended to at118 ON PAVED ROADS AND STREETS. first, and it is essential that they should be properly cleaned and weeded at least twice every year; and once every year, towards the conclusion of the summer, the hedge should he judiciously trimmed, not to such an extent as to produce stunted plants, but merely cutting off the upper and more straggling shoots, so as to bring it to a level and even surface: by proceeding in this manner, in about three years after planting, a neat, strong, and compact hedge of healthy plants will be obtained. When the hedge or fence is placed between the road and the side ditches, it is essential that small drains be formed at least every fifteen yards, to convey the water from the side tables or gutters through the fence into the ditches. CHAPTEB VI. ON PAVED ROADS AND STREETS. In constructing roads, or rather streets, through towns or cities, where the amount of traffic is considerable it will be found desirable to pave their surface. The advantages be- longing to pavements in such situations over macadamised roads are considerable; where the latter are exposed to an incessant and heavy traffic, their surface becomes rapidly worn, rendering constant repairs requisite, which are not only attended with very heavy expense, but also render the road very unpleasant for being travelled upon while being done; they also require much more attention in the way of scraping or sweeping, and in raking-in ruts. And some difficulty would be experienced in towns to find places in which the materials, which would be constantly wanted for repairing the road, could be deposited. In dry weather the macadamised road would always be dusty, and in wet weather it would be covered with mud. The only advan- tage which such a road really possesses over a pavement is, the less noise produced by carriages in passing over it; butQN PAVED EOAD8 AND STEEETS. . 119 this advantage is very small when the pavement is properly laid. In laying pavements, as in forming roads, the first and one of the most important objects should be, to obtain a firm and unyielding foundation. It should be borne in mind, that the pavement itself, whatever may be its thick- ness, and however carefully and closely the stones of which it is composed may be fitted together, must be entirely in- adequate to support the heavy load to which all roads are occasionally exposed; and unless the foundation beneath the pavement is sufficiently firm to support these loads it- self, the pavement will subside, and its surface soon become uneven. The real object of paving is nothing more than to give to the road a hard surface, not so liable to wear as it would itself be. Several different methods have been employed of forming the foundations of pavements, such as concrete and broken stone ; but where it can be done, it is perhaps best to lay the new pavement on the old surface of the road, whether paved or macadamised, taking care of course that its sur- face has been brought first to an even state, and of the required form of cross section. The practice of laying the new pavement on the top of the old has been a great deal used in Paris, and has there been found to answer extremely well. It is usual to take up and relay the old pavement, in order that its surface may be even and true, after which it is just covered with gravel, on which the new stones are bedded. Mr. Telford strongly recommended the surface upon which the pave- ment was intended to be laid to be prepared as though in- tended for a macadamised road, and, in that state, that it should be used by carriages until it had become thoroughly consolidated, when the pavement should be laid on the top of the hard road so formed, the stones being properly bedded in a kind of coarse mortar; and Mr. Edgeworth, in his work on roads, states that this method of forming paved roads had been extensively employed in Dublin, and had been found to be attended with considerable success.120 Off PAYED BO ADS AND STBEETS. In cases, however, in which it would not be practicable to lay the new pavement upon the surface of the existing road, the following method should be employed for forming a good foundation. The loose ground at the surface should first be entirely removed; the depth to which it may be requisite to do this must depend upon the nature of the ground itself; unless the ground be very solid, it should be removed to such a depth as will allow of 18 inches of con- crete being put in beneath the pavement. In some situa- tions so great a thickness as this may not be requisite, but it is much better, and in the “long run” much cheaper, to err rather in forming too strong a foundation, than one the failure of which necessitates the taking up and relaying of the pavement. As soon as the loose ground has been removed, a layer of concrete, prepared in the manner already described at page 96, should be evenly spread over the whole area of the intended road: its depth, as before remarked, must depend on the nature of the sub- soil, and the extent of traffic to which the road will be exposed; it should never, however, be less than 12 inches, and, under ordinary circumstances, not less than 18 inches. Its upper surface should be formed to the true form of cross section intended to be given to the road, which should under no circumstances be greater than that already recommended at page 86 to be given to the surface of common roads, and in most cases a less inclination would be found sufficient and preferable. The stones should be well bedded upon the concrete in a kind of coarse mortar, which should also be well filled in between their joints. With regard to the stone to be employed for this pur- pose, several of the harder kinds are used, such as granite, whinstone, limestone, and freestone; of these two last, however, only the very hardest varieties should be used. Of all materials granite is the best, and more particularly those kinds, such as the Guernsey and Aberdeen, whi^h do not wear smooth and acquire a polished surface, which is a great practical defect attending the employment of exces-ON PAYED ROADS AND STREETS. 121 sively hard stone. With regard to the form of the stones, experience has shown that the best is that of rectangular blocks, from 8 to 15 inches in depth (depending on the amount and nature of the traffic), about 18 inches in length, and not more than 3 or 4 inches in width. Until lately it was considered better to have stones of much greater width, under the supposition that having a larger base they would be better able to support the superincumbent weight, but experience has shown that the narrow stones are by far the best. Great care should be taken in sorting the stones according both to their depths and widths: for if the stones are of unequal depth, and the surface of the concrete has been made, as it should be, even and parallel to the intended surface of the road, any stones less than the general Ym. 23. depth would require more mortar to |--1----1--1----j be placed under them, and would \ | | \ ] consequently settle down more than 1 1 1 ! I the others, and form hollows on the I _ 1 1 t I ~1 surface of the road. They should *--1----L--1—J also be sorted according to their width, so that they may run entirely across the street in parallel courses, as shown in fig. 23, and the stones in each course should be so selected as to break joint with those in each adjoining course, as there shown. It is essential to the formation of a good pavement that a firm and substantial curb should be well laid on each side of the road, for it to abut against; and in laying the pave- ment the courses should be commenced at each side, and worked towards the center; the joints between the stones should be as thin as possible, and the last stone should fit tightly, so as to form a kind of key to the whole. After the stones have been set they should be well rammed down with a heavy punner, and any stone which went down below the general level should be taken up, and packed underneath. It is not usual to go to the expense of bed- ding the stones in mortar in the manner here recommended, but only to pour a thin grouting of sand and lime over the122 OK PAYED BOADS AKD STREETS. surface, after the pavement has been laid, which finds its way, although very imperfectly, into the interstices be- tween the stones. It is, however, a mistaken economy, as a pavement laid as here described upon a firm concrete foundation, and having the joints perfectly formed with good mortar, would last almost for ever, since nothing less than the positive wearing away and destruction of the stone would render its renewal necessary. Some little attention is necessary to be given to paved roads for a few months after being opened for traffic, in order to prevent irregular settlement in the stones, and consequently an uneven and irregular surface. The mo- ment any portion of the road is found to settle below the general level it should be taken up, and a sufficient quan- tity of fine concrete put underneath it to bring it again slightly above the level of the remainder. Great attention should also be paid to the manner in which the pavement is re-laid after being disturbed for the repair of sewers or water and gas pipes; the excavated ground, when thrown back, should be well punned, or beaten down in layers of not more than a foot in thickness, and at least 18 inches of concrete should be laid on the top, under the pavement; the surface of this concrete should be about an inch above the general level, and the stones should be properly bedded in the manner already described, care being taken that the stones correspond in depth and width with those already in place on either side, and furthermore that the last stone, in making good each course, fits tightly into its place. In laying pavement in streets having Fin. a considerable inclination, two methods have been employed to afford a more sure and perfect hold for the horses’ feet than the ordinary pavement. The first method is shown in fig. 24, and consists in laying between each row of paving-stones a course of slate, rather less than an inch in thickness, and to about the same extent less in depth than the stones themselves. By this means Big. 25.ON PAVED ROADS AND STREETS. 123 a series of small channels or grooves, about an inch in width and depth, are formed between each row of stones, which afford sufficient stay for the horses* feet; this me- thod has been adopted in Tooley-street, Southwark. The other method is somewhat simpler, and consists in merely placing the ordinary paving-stones somewhat canted on their beds, as shown in fig. 25, so as to form a series of ledges or steps, against which the horses* feet being planted, a secure footing is obtained. Of late years wood has been introduced as a material for paving streets, and has been rather extensively em- ployed both in Russia and America. It has been tried in various parts of London, and generally with small success, the cause of its failure being identical with the cause of the enormous sums being spent annually in the repairs of the streets generally, namely, the want of a proper founda- tion ; a want which was sooner felt with wood than with granite, in consequence of the less weight and inertia of the wood. The comfort resulting from the use of wooden pavement, both to those who travelled, and those who lived in the streets, from the diminished jolting and noise, was so great, that it is just matter of surprise that so little care was taken in forming that which a very little considera- tion would have shown to be indispensable to its success, namely, a good foundation. Slipperiness of its surface, in particular states of the weather, was also found to be a disadvantage belonging to wooden pavement, but means might be devised which would render its surface at all times safe, and afford a secure footing for horses. As re- gards durability, it has scarcely been used for a sufficient period to allow a comparison being made with other mate- rials, but from the result of some observations communi- cated by Mr. Hope to the Scottish Society of Arts, which are given by Mr. Leahy in a note at page 76 of his work on roads, it appears that wooden blocks when placed with the end of the grain exposed, wear less than granite. At first sight this result might appear questionable, but it is a well-ascertained fact that, where wood and iron move in p 2124 ON TAKING OUT QUANTITIES EOB ESTIMATES. contact in machinery, the iron generally wears more rapidly than the wood, the reason appearing to be, that the surface of the wood soon becomes covered with particles of dust and grit, which become partially embedded in it, and, while they serve to protect the wood, convert its surface into a species of file, which rapidly wears away whatever it rubs against. CHAPTER VII. ON TAKING OUT QUANTITIES FOB ESTIMATES. Tiie operation of making out an estimate for any descrip- tion of engineering work may be divided into two distinct parts: namely, in the first place, calculating the actual quantity of each description of work to be executed; and, in the second place, affixing to these quantities just and reasonable prices, such as the work might really be exe- cuted for. It is only upon the first of these, namely, taking out the quantities, that we propose to speak here; not that the other is the less important, but because it would be difficult to lay down any principles for priceing work, or to fix any standard prices, without the probability of leading to erro- neous results. The cost of different descriptions of work depends upon so many varying circumstances, and is af- fected so greatly by the nature of the locality, that it would be impossible to give any standard prices. The surest method to obtain correct information on this matter is, by inquiries as to the usual cost of such work in the particular locality itself. In the construction of roads, the principal item of ex- pense is the earthwork, or the cost of forming the cuttings and embankments to obtain the required levels for the formation surface, in excavating the ditches and formingOK TAKING OUT QUANTITIES- FOB ESTIMATES. 125 the banks, and in laying on the metalling or ballast to form the road. Of all these different descriptions of work, the first, namely, the cuttings and embankments, are the only ones the estimation of the quantity of which is attended with any difficulty. The others, being generally constant, are readily obtained by ascertaining the quantity in a given length, as a yard, and then multiplying that quantity by the total length of the road. In estimating the cubic content of any cutting or em- bankment, the operation will be simplified by considering the slopes apart from the trunk or main body of the cut- ting. Tor example, let fig. 26 be the section of a cutting, A d being the natural surface of the ground; then if b c is the width of the formation surface, bcpe will be the trunk br central portion of the cutting, and AEB,rcD, will be the side slopes. Now the width of the first is constant, being the formation width, while its depth varies as the depth of the cutting; and therefore its cubic content for a given length forward is directly proportional to the depth of the cutting. If, for instance, the line g h were the natural surface of the ground instead of a d, the cutting being now twice as deep as before, the cubic content of the trunk I b o k would be twice as great as that of ebcp. The cubic content, however, of the slopes increases in the pro- portion of the square of the depth of the cutting, as is evi- dent from the figure, in which I B being twice as great as E B, the slope g i b is four times as great as A E B, the triangles a, b9 c, and d being evidently equal. It is in con- sequence of these two quantities varying in a different pro-126 ON TAKING OUT QUANTITIES FOB ESTIMATES. portion that it is found convenient to estimate them sepa- rately. In order to facilitate the calculation of earthwork, several tables have been published, the most complete and elaborate of which are those by Sir John Macneill. The following table will be found very useful in estimating the content of cuttings or embankments of moderate depth, and will give the result very nearly true, except in cases in which the two ends of the cutting are of very different depths. The first, fourth, and seventh columns contain the depth of the cutting or height of embankment, in feet, for every tenth of a foot, from OT to 25*2 feet; the second, fifth, and eighth columns express the content, in cubic yards, of one foot in width, and one chain in length, of a portion of the trunk or central part of a cutting, whose mean depth is shown in the preceding column. The quan- tities taken from these columns must be multiplied by the formation width. The third, sixth, and ninth columns ex- press the content in cubic yards of a length of one chain of both slopes, when the slopes are formed at 1 to 1. "With any other ratio the quantities derived from these columns must be increased in the same proportion. Thus, if the slopes are 3 to 1, the quantity obtained from the table must be multiplied by 3.OK TAKING OUT QUANTITIES TOE ESTIMATES. 127 Height or depth. Content for a length of one chain. Height or depth. Content for a length of one chain. Height or depth. Content for a length of one chain. Of each foot in width of trunk. Of slopes taken at 1 to 1. Of each foot in width of trunk. Of slopes taken at 1 to 1. Of each foot in width of trunk. Of slopes taken at 1 to 1. Feet Cab. yds. Cub. yds. Feet. Cub. yds. Cub. yds. Feet. Cub. yds. Cub. yds. 0*1 *24 *02 4*3 10*51 45*20 8-5 20*78 176-6 0-2 •49 •10 4*4 10*76 47-32 8-6 21*02 180-8 0*3 •73 •22 4*5 11-00 49-50 8-7 21*27 1850 0*4 •99 •39 4-6 11*24 51*7*2 8*8 21*50 189-3 0*5 1*22 *61 4*7 11-49 54-10 8*9 21-76 193-6 0*6 1*47 *88 4-8 11-73 56-42 90 2200 1980 07 1-71 1*20 4-9 11-98 58-79 9*1 22*24 202-4 0*8 1*96 1*56 5-0 12-22 61*11 9*2 22*49 206*9 0-9 2*20 1*98 5-1 12-47 63-58 9-3 22-73 211*4 10 2*44 2-44 5-2 1271 6610 9*4 22-98 216-0 1*1 2*69 2-96 5-3 1296 68-66 9-5 23-22 2206 1*2 293 3*52 5-4 13 20 71*28 9*6 23*47 •225*3 1*3 3*18 413 5*5 13*44 73-94 9*7 23-71 2300 1*4 3*42 4*79 5*6 13*69 76*66 9*3 23*96 234*8 1-5 3*67 550 5*7 13*93 79*42 9*9 24-20 239-6 1*6 3*91 6*26 5-8 14*18 82*23 10-0 24*44 244*4 17 416 7*06 5-9 14-42 8509 10*1 24*69 249*4 1-8 4*40 792 60 14-67 8800 10-2 24*93 254*3 1*9 4*64 8*82 6*1 14-91 90-96 10-3 25*18 259*3 20 4*89 9-78 6-2 15*16 93-96 10*4 25*42 264-4 21 513 10-78 6-3 15*40 97*02 10*5 25*67 269-5 2*2 5*38 11*83 6-4 15-64 100-1 10-6 25*91 274*6 2-3 5*62 12-93 6-5 1589 103-3 10*7 2616 279-9 2*4 587 14*08 6*6 16-13 106-5 10*8 26*40 285*1 2-5 611 15-28 6-7 16*38 109*7 10*9 26*64 290*4 2-8 6*36 16*52 6-8 16*62 113*0 11*0 26-89 295*8 2*7 6*60 17*82 6-9 16-87 116-4 11*1 2713 301*2 2*8 6*84 1916 7*0 17*11 119*8 11*2 27*38 306*6 2-9 7-09 20-56 7*1 17*36 123-2 11*3 27*62 3121 30 7*33 2200 7-2 17-60 126*7 11*4 27*87 317*7 3*1 7*58 23-49 7*3 17*84 130*3 11*5 28-11 323-3 3*2 7*82 2503 7*4 18*09 133*8 11*6 28-36 328-9 3-3 807 2662 7*5 18-33 137*5 11*7 28-60 334*6 3*4 8*31 28-26 7*6 18-58 141*2 11-8 28-84 340*4 3*5 856 29-94 7-7 18-82 144*9 11*9 2909 346-2 3*8 8*80 31*68 7*8 1907 148-7 12*0 29-33 3520 3*7 9*04 33*46 7-9 19-30 152-6 12*1 29*58 3579 3*8 9*29 35*30 80 19-56 156*4 12*2 29-82 363-8 3*9 9*53 37*18 8*1 19*80 160-4 12-3 30-07 369*8 4*0 9*78 39*11 8-2 20-04 164-4 12*4 30*31 375*9 4*1 1002 41*09 8-3 20*29 168*4 12*5 30*56 381*9 4*2 1027 43*12 8*4 20-53 172*5 12-6 30*80 388*1128 ON TAKING OUT QUANTITIES FOB ESTIMATES. Height or depth. Content for a length of one chain. Height or depth. Content for a length of one chain. Height or depth. Content for a length of one chain. Of each foot in width of trunk. 1 Of slopes taken at 1 to 1. Of each foot in width of trunk. Of slopes taken at 1 to 1. Of each foot in width of trunk. Of slopes taken at 1 to 1. Feet. Cub. yds. Cub. yds* Feet. Cub. yds. Cub. yds. Feet. Cub. yd*. Cab. yds. 12*7 31*04 394*3 16*9 41*31 698*2 21 *1 51*58 1088 12*8 31*29 400 5 17*0 41*56 706*4 21*2 51*82 109.9 12*9 31*53 406*8 17*1 41*80 714*8 21*3 5207 1109 13*0 31*78 413*1 17*2 42*04 723*2 21*4 52*31 1119 13*] 32*02 419*5 17*3 42*29 731*6 21*5 52*56 1130 13*2 32*27 425*9 17*4 42*53 740*1 21*6 5*2*80 1140 13*3 32*51 43*2*4 17*5 42*78 748*6 21*7 53*04 1151 13*4 32*76 438*9 17*6 43*02 757*2 21*8 53*29 1162 13 5 3300 445*5 17-7 43*27 765*8 21*9 53*53 1172 13*6 33*24 452-1 17 8 43*51 774*5 22*0 53*78 1183 13*7 33*49 458*8 17-9 43*76 783*2 22*1 54*02 1194 13*8 33*73 465*5 18*0 44*00 792*0 22*2 54*27 1205 13*9 33*98 472*3 18*1 44*24 800*8 22*3 54*51 1216 140 34*2*2 479*1 18*2 44*49 809*7 22*4 54*76 1227 14*1 34*47 486*0 18*3 44*73 818*6 22*5 5500 1238 14-2 34*71 492*9 18*4 44*98 827*6 22*6 55*24 1249 14*3 34*96 499*9 185 45*22 836*6 22*7 55*49 1260 14*4 35*20 506*9 18*6 45*47 845*7 22*8 55*73 1271 14-5 35*44 513*9 18*7 45*71 854*8 2*2*9 55*98 1282 14*6 35*69 521*1 18*8 45*96 864*0 23*0 56*22 1293 14*7 35*93 528*2 18*9 46*20 873*2 23*1 56*47 1305 14*8 36*18 535*4 19*0 46*44 882*4 23*2 56*71 1316 14*9 36*42 542*7 19*1 46*69 891*8 23*3 56*96 1327 150 36*67 550*0 19*2 46*93 901*1 23*4 57*20 1339 15*1 36*91 557*4 19*3 47*18 910*5 23*5 57*44 1350 15*2 37*16 564*8 19*4 47*42 920*0 23*6 57*69 1362 15*3 37*40 57*2*2 19*5 47*67 929*5 23*7 57*93 1373 15*4 37*64 579 7 19*6 47*91 939*1 23*8 58*18 1385 15*5 37*89 587*3 19*7 48*16 948*7 23*9 58*42 1397 15*6 38*13 594*9 19*8 48*40 958*3 24*0 58*67 1408 15*7 38*38 602*5 19 *9 48*64 968*0 24*1 58*91 1420 158 38*6*2 610*2 20*0 48*89 977*8 24*2 59*16 1432 15*9 38*87 618*0 20*1 49*13 987*6 24*3 59*40 1443 16*0 39*11 625*8 20*2 49*38 997*4 24*4 59*64 1455 16*1 39*36 633*6 20*3 49*62 1007 24*5 59*89 1467 16*2 39*60 641*5 20*4 49*87 1017 24*6 60*13 1479 16*3 39*84 649*5 20*5 50*11 1027 24*7 60*38 1491 16*4 40 09 657*5 20*6 50*36 1037 24*8 60*62 1503 16*5 40*33 665*5 20*7 50*60 1047 24*9 60*87 1516 16*6 40*58 673*6 20*8 50*84 1058 25*0 61*11 1527 16*7 40*82 681*7 20*9 51*09 1068 25*1 61*36 1540 16*8 41*07 689*9 21*0 51*33 1078 25*2 61*60 1552ON TAKING OUT QUANTITIES FOB ESTIMATES. 129 As an example of the use of this table, we shall proceed to estimate the quantities in the cutting and embankment shown on the working section, fig. 8. In the following table, the first column contains the number of the peg, the second the depth of cutting or height of embankment, the third the cubic content of the corresponding portion of the trunk, and the fourth column the content of the slopes. Cutting No. 1. No. of peg. Depth of cutting. Trunk. Slopes. 1 *0 *37 *11 2 •6 1-47 •88 3 *9 2*20 1*98 4 1*2 2-93 3*52 5 1*6 3*91 6*26 6 1*9 464 8-82 7 20 4*89 9 78 8 1*9 4*64 8*82 9 1-9 4*64 8*82 10 2*1 5*13 10*78 11 2*2 5*38 11*83 12 2*4 5*87 14*08 13 2*3 5*62 12 93 14 2*3 5-62 12 93 15 2*5 611 15*28 16 2*1 513 10*78 17 2*3 562 12*93 18 25 611 15*28 19 2-2 5-38 11*83 20 1-6 3*91 6*26 21 •a 1-96 1*56 91*53 40 3661*20 185*46 3846*66 - 185*46 cub. yds. Embankment No. 1. ti