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tical circular rings, or conic surfaces, having the same common axis with the intrados. Stone walls are those Stone Walls. built of stone, with or without cement in the joints; the bedding joints have most commonly a horizontal position in the face of the work; and this ought always to be the case, when the top of a wall terminates in a horizontal plane or line. In bridge building, and in the masonry of fence walls, upon inclined surfaces, the bedding joints on the face sometimes follow the direction of the top or terminating surface.

The footings of stone walls ought to be
constructed of large stones, which, if not
naturally near the square from the quar-
ry, should be reduced by hammer dress-
ing to that form, and to an, equal thick-
ness in the same course; for, if the beds
of the stones of the foundation are suffer-
ed to taper, the superstructure will be
apt to give way, by resting upon mere
angles or points; or upon inclined sur-
faces the footings ought to be well bed-
ded upon each other with mortar, and all
the upright joints of an upper footing
should break joint; that is, they should
fall upon the solid of the stones below,
and not upon the joint.

The following are methods practised in
laying the footings of a stone foundation:
when walls are thin, and stones can be
got conveniently, that their length may
reach across each footing from one side
of the wall to the other, the setting of
each course with whole stones in the
thickness of the wall should be preferred.
But when the walls are thicker, and bond
stones in part can only be conveniently
procured, then every other succeeding
stone in the course may be a whole stone
in the thickness of the wall; and every
other interval may consist of two stones
in the breadth of the footing; this is plac-
ing the header and stretcher alternately,
like Flemish bond in nine-inch brickwork.
But when bond stones cannot be had con-
veniently, every alternate stone should be
in length two-thirds of the breadth of the
footing upon the same side of the wall;
then upon the other side of the wall a
stone of one-third of the breadth of the
footing should be placed opposite to one
of two-thirds; and one of two-thirds op-
posite to one of one third; so that the
stones may be placed in the same man-
ner as those of the other side.

In broad foundations, where stones can-
not be procured for a length equal to two-
VOL. III.

thirds of the foundation, then build them
bed of each footing, so that the joint of
alternately, with the joints on the upper
every two stones may fall as nearly as pos-
sible in the middle of the length of the
one, or each adjoining stone; observing
to dispose the stones alike on each side
ture of which is built of unhewn stone
of every footing. A wall, the superstruc-
laid in mortar, is called a ruble wall. They
The most common kind of ruble is the
are of two kinds, coursed and uncoursed.
the stones is crude, as they came out of
uncoursed, of which the greater part of
the quarry, and the rest hammer dressed.
This kind of walling is very inconvenient
for the building of bond timbers; but if
they are to be preferred to plugging, the
in which the bond timbers are disposed.
backing must be levelled in every height
The best kind of ruble is the coursed; the
courses are all of accidental thicknesses,
adjusted by a sizing rule, as the slating
of a roof; the stones are either hammer
dressed or axed. This kind of work is
bers but as all buildings, constructed
favourable for the disposition of bond tim-
either in whole or in part of timber, are
liable to be burnt, strong well built walls
should rather be plugged; for if such ac-
should never be bound with timber, but
cident take place, the walls will be less
liable to warp.

Walls faced with squared stones, hewn
or rubbed, and backed with ruble stone
or brick, are called ashler. The medium
in the face of the wall about 28 or 30
size of each ashler measures horizontally
inches, in the altitude one foot, and in the
of stones for an ashler facing are formed
thickness 8 or 9 inches. The best figures
are thinner at one end than at the other
like truncated wedges; that is to say, they
in the thickness of the wall, so that when
the stones of one course, or a part of a
course, are shaped in this manner, and
alike situated to each other, the back of
teeth of a joiner's saw, but more shallow,
the course will form an indention like the
in proportion to the length of a tooth; the
next course has its indentations formed
the same way, and the stones so selected,
that the upright joints break upon the
solid of the stones below.

By these means, the facing and backing are toothed together, and unquestionably had been parallel to the front surface of stronger than if the back of each ashler the wall; as the stones are mostly raised in quarries of various thicknesses, in an ashler facing, it would greatly contribute

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to the strength of the work to select the stones in each course, so that every alternate ashler may have broader beds than those of every ashler placed in each alternate interval. In every course of ashler facing bond stones should be introduced, and their number should be proportioned to the length of the course. This should be strictly attended to in long ranges of stones, both in walls without apertures, and in the courses that form wide piers; when they are wide, every bond stone of one course should fall in the middle of every two bond stones in the course below. In every pier where the jambs are coursed with the ashler, and also in every pier where the jambs are one entire height, every alternate stone next to the aperture in the former case, and every alternate stone next to the jambs in the latter case, should bond through the wall; and also every other stone should be placed lengthwise, in each return of an angle, not less than the average length of an ashler. Bond stones should have no taper in their beds; the end of every bond stone, as well as the end of every return stone, should never be less than a foot. There should be no such thing as a closer permitted, unless it bond through the wall. All the uprights, or joints, should be square, or at right angles to the front of the wall, and may recede about ths of an inch from the face, from thence gradu. ally widen to the back, and thereby make hollow, wedge-formed figures, which will give sufficient cavities for the reception of packing and mortar.

Both the upper and lower beds of every stone should be quite level, and not form acute angles, as is often the case; the joints from the face to about ths of an inch within the wall should be either cemented with fine mortar, or with a mix. ture of oil, putty, and white lead: the former is the practice both in London and Edinburgh, and the latter in Glasgow. The putty cement will stand longer than most stones, and will be prominent when the face of the stones has been corroded with age. The whole of the ashler, except that mentioned of the joints toward the face of the wall, the ruble work, and the core, should be set and laid in the best mortar, and every stone laid on its natural bed.

All wall-plates should be placed upon a number of bond stones, and particularly those of the roof; by which means they may either be joggled upon the bonds, or fastened to them by iron and lead. In building walls or insulated pillars of very

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short horizontal dimensions, not exceeding a length of stones that can be easily procured, every stone should be quite level on the bed, without any degree of concavity, and should be one entire piece between every two horizontal joints. This should be particularly attended to on piers, where the insisting weight is great, otherwise the stones will be in danger of splintering and crushing to pieces, and perhaps occasion a total demolition of the fabric. Vitruvius has left us an account of the manner of the construction of the walls of the ancients, which were as follows the reticulated is that wherein the joints run in parallel lines, making angles of 45° each with the horizon in contrary ways, and consequently the faces of the stones form squares, of which one diagonal is horizontal, and the other vertical. This kind of wall was much used by the Romans in his time. The incertain wall was formed of stones, of which the one direction of the joints was horizontal, and the other vertical; but the vertical joints of the alternate courses were not always arranged in the same straight line: all that they regarded was to make them break joint. This manner of walling was used by the Romans in times antecedent to the time of Vitruvius. Vitruvius directs, that in both the reticulated and incertain walls, instead of filling up the spaces between the sides with ruble promiscuously, they should be strengthened with abutments of hewn stone or bricks, or common flints, built in walls two feet high, and bound to the front with cramps of iron. The emplection consisted of two sides or shells of squared stone, with alternate joints, and a ruble core in the middle.

The walls of the Greeks were of three kinds, named isodomum, pseudosodomum, and emplection. The isodomum had the courses all of an equal thickness; but the pseudosodomum had them unequally thick; in both these walls, wherever the squared work was discontinued, the interval or core was filled up with common hard stones, laid in the manner of brick, with alternate joints. The emplection was constructed wholly of squared stones; in these bond stones were placed at regular intervals, and the stones in the intermediate distance were laid with alternate joints, in the same manner as those of the face; so that this manner of Greek walling must have been much stronger than the emplection of the Roman villagers. This is a most strong and durable manner of walling, and in modern

times it may be practised with the utmost
success; but in the common run of build-
ings it would be too expensive.

Stone Columns. Stone columns should
be executed with as few joints as possi-
ble; if they can be procured in one
piece, they will have a strong and grand
effect. There should be no such thing as
vertical joints; for they not only destroy
the beauty of the column, but are incon-
sistent with the laws of strength. Before
the number of pieces can be fixed, two
important circumstances must be taken
into consideration: first, to find out those
quarries which will produce durable
stones, of the size and colour wanted, and
the nearer to the place of erection the
better; next to inquire concerning the
price of the carriage; if these come with
in the maximum limit of what the proprie-
tor would chuse to fix, then the number
of pieces is determined; but, if not, this
number must be increased, in order to
make it equal to, or less than, the pro-
posed sum, observing to choose the near-
est odd number. The circumstances be-
ing thus accommodated to each other,
and the stones laid down at the place in-
tended for building, draw a section of the
column through its axis, to the full size;
divide the height of this section, by lines
parallel to the base, into heights equal in
number to that of the stones; by these
means, the diameters of each end of eve-
ry stone in the altitude will be deter-
mined. The upper and lower bodies of
each stone are first to be wrought exact-
ly to parallel planes; and as one great
beauty of columns is to make them ap-
pear, at a small distance, as if they were
in one entire piece, they should be rub-
bed at first with a large coarse stone, in
order to prevent the surface from being
excavated, and then with a fine stone of
the same size as the coarse one; with
the utmost care observing to try the
straight edge, or rule, as the rubbing
goes on; in this the edge of the rule
should always coincide with the surface,
otherwise the two superficies which are
to form the joint can never coincide.
The two beds of a stone being thus form-
ed, find the centre, and describe the cir-
cle at one end; divide the circumference
into a convenient number of equal parts;
(it is usual to divide it into six or eight ;)
draw lines from each point to the centre;
find the centre of the circle on the other
bed, so that the two centres may be in
the straight line forming the axis of the
column; that is, when the straight line
joining their centres is perpendicular to
each bed, through the centre of this last

circle draw a straight line, parallel to any one of the lines drawn through the cen tre and circumference of the former; also from the point in the circumference of the last drawn circle, where the line drawn through the centre cuts this cirsame number of equal parts as that of the cle, divide the circumference into the circle formerly drawn; then draw lines from the centre to each of the points so divided, and these lines will be respectively parallel to those of the former circle; the extremities of each pair of parallel lines, in each circumference, will regulate the chissel draught, which is to be wrought along the surface of the column. The corresponding draught being made from each pair of parallels, the spaces between will be more easily wrought down; then, if the number of pieces which compose the column exceed seven or nine, a straight edge may be applied, the side of which always be ing in a plane passing through the axis; but if fewer pieces are used, make a diminishing rule, that is, to the line of the column: on the side of the diminishing rule draw a straight line parallel to the axis; this rule will serve to plumb the convex surface of each stone: prepare stones in setting them, and to work the stone having its edge straight the same another rule, equal in length to that of a as the diminishing rule.

The cement used in setting each column stone is either oil-putty, or white lead, or white lead mixed with chalkputty, or fine mortar, or milled lead rolled rolled lead be used, it needs only to form very thin. If the column be large, and a ring half an inch distant from the edge of the joint, and let the joint at the edge be filled with oil-putty.

Stone Stairs. When stairs are supported by a wall at both ends, nothing difficult can occur in the construction; in ther terminate into a solid newal, or be this the inner ends of the steps may einewal. Where elegance is not required, tailed into a wall surrounding an open and where the newal does not exceed two feet six inches, the ends of the steps may be conveniently supported by a solid thin wall surrounding the newal would be pillar; but when the newal is thicker, a where there is a geometrical stair above, cheaper. In the stairs of a sunk story, Geomethe steps next to the newal are generally supported upon a dwarf wall. trical stairs have the outer end fixed in the wall, and one of the edges of every step supported by the edge of the step below, and constructed with sally-formed

joints; so that they cannot descend in the inclined direction of the stair, not yet in a vertical direction; the upper sally of every step forms an interior obtuse angle, called a back rebate, and the lower, of course, an exterior one; and the joint formed of these sallies is called a joggle. The upper part of the joint may be level from the face of the risers, to about one inch within the joint.

This is the plane of the tread of each step, continued one inch within the surface of each riser; the lower part of the joint is a narrow surface, perpendicular to the rake of the stair, at the end next to the newal. In stairs constructed of most kinds of stone, the thickness of every step, at the thinnest place of the end next to the newal, has no occasion to exceed two inches, for steps of four feet in length, that is, by measuring from the interior angle of every step perpendicular

to the rake.

The thickness of steps at the interior angle should be proportioned to the length of the step; but allowing that the thickness of the steps at each interior angle is sufficient at two inches, then will the thickness of the steps at the interior angles be half the number of inches that the length of the steps has in feet; thus a step five feet long would be two inches and a half at that place.

The stone platform of geometrical stairs, viz. the landing half spaces, and quarter spaces, are constructed of one, two, or several stones, according to the difficulty of procuring them. When the platform consists of two or more stones, the first platform stone is laid upon the last step that is set, and the one end wedged in the wall the next platform stone is joggled, or rebated, into the one next set, and the end again fixed in the wall, as that and the preceding steps are, and every stone in succession, till the platform is completed. If there is occasion for another flight of steps, the last platform becomes a spring stone for the next step; the joint is to be joggled, as well as all the succeeding steps, in the same manner as the first flight. Geometrical stairs, executed in stone, depend on the following principle: that every body must at least be supported by three points, placed out of a straight line, and, consequently, if two edges of a body in different directions be secured to another, the two bodies will be immoveable in respect to each other. This last is the case in a geometrical stair; one end of a stair stone is always tailed into the wall, and one edge either rests on the ground

itself, or on the edge of the preceding

stair stone, whether the stair stone be a plat or step. The stones forming a platform are generally of the same thickness as those forming the steps.

Roofs. Roof is that part of a building raised upon the walls, and extending over all the parts of the interior, which consists not only of the covering or exterior part, but of all the necessary supports of that part, for protecting its contents from inclement seasons. There are many forms of roofs, the most simple of which is that which has only one plane, and is called a shed roof; but the form which has always been, and still continues to be, in most general use, wherever the nature of climate requires it to be raised, is that, the vertical section of which consists of two sloping sides, is consequently triangular, and called a span or pediment roof.

Here it will be proper to say something of the changes of inclination or pitch which have prevailed in this simple form, among different nations, from time to time, arising as well from the nature of the climate as the caprice of the people, and as transmitted down to the present age. The ancient Egyptians, Babyloni. ans, and Persians, as well as other eastern nations, and also the present inhabitants of those climates where rain seldom appears, make their roofs quite flat. The ancient Greeks, perceiving the inconvenience of this, raised them in the middle, with a gentle inclination towards the sides; the height from the middle to the level of the walls not exceeding oneninth or one-eight part of the span; as may be seen by many ancient temples still remaining in that country. The Romans made the height from one-fifth to two-ninth parts of the span. After the decline of the Roman empire, high pitched roofs began to be in general request all over Europe, and the vertical section of that which most generally prevailed seems to have been an equilateral triangle, which was considered as the standard. In Germany, this has been remarkable from very remote antiquity, as appears from Vitruvius: the equilateral pitch, and that of a higher one, appears to have Continued as long as pointed architecture prevailed.

When Grecian and Roman architecture was first introduced into this country from Italy, roofs began to be made lower, and the rafters were three-fourths of the breadth of the building: this was called true pitch, and subsequently the square seems to have been considered as the

true pitch. In these several gradations of changes, the material for the covering has been supposed to be impervious stone or slates; and the roofs themselves to be those which cover ordinary dwellings; for, after the Italian architecture began to prevail in the last century, platform roofs, and those of a pediment pitch, were introduced in many sumptuous mansions and public edifices; but the material employed for covering was lead. At the present day, when good slates are to be bad in abundance, we can execute roofs to the Grecian declivity; but with regard to the general practice, the pitch of the roof depends on the style of architecture introduced in the buildings; the proportion of the pitch, in ordinary dwellings, is between one-third and one fourth part of the span; mansions and public buildings are executed in every style that has prevailed in different times and among different people; and the proportion of the roof, as well as other parts, are rigidly adhered to; this consequently produces a great diversity in the heights.

There are some advantages in high
pitched roofs; they discharge the rain
with greater rapidity; snow continues to
lie a much shorter time on their surface,
and they are less liable to be stripped by
heavy winds.

Low roofs require large slates, and the
utmost care in the execution; but they
have, however, this advantage, that they
are much cheaper, since they require
shorter timbers, and consequently much
smaller scantling; besides, they have less
pressure on the walls. The roof is one
of the principal ties to a building, when
executed with judgment, as it binds the
exterior walls together. There are a va-
riety of forms in the vertical section of
roofs, besides the simple and customary
one above mentioned. The figure of the
roof depends on two or more vertical and
A span, or pent
horizontal sections.
roof, is that which stands upon walls of a
quadrangular plan, and of which the
transverse vertical section is every where
a triangle throughout its length, and
slopes from two opposite sides. A hipt,
or Italian roof is that, the sides of which
incline alike to the horizon, and termi-
nate either in a point, line, or raised plat-
form. Vitruvius calls a hipt roof, which
rises from a rectangular plan, a testudi-
nated roof, or simply a testudo. When
the plan of a roof is a parallelogram, and
when the vertical section across the two
opposite walls, which have not a greater
span than that across the other two walls,

consists of four sloping sides on the out-
side, each two forming an exterior an-
gle, the roof is called a curb or mansard
roof, whether there are gables on the
other two sides of the building, or the
different sides of the roof, equally in-
wall.
clined, all around, upon each respective

Figures of roofs which rise from square,
rectangular, and polygonal plans, forming
which terminate in a point over the cen-
only exterior angles on the outside, and
tre of the plan, are denominated from
the base on which they rise, and from a
perpendicular to any one of the sides of
vertical section passing through the apex
the base and to the horizon; that is, a roof
tagonal plan, having a triangular vertical
standing upon a square pentagonal, or oc-
section, is called a square pentagonal or
roof is said to be polygonal, the epithet
octagonal pyramidal roof; when such a
only applies to the figure of the base. An
octagon, whatever be the form of the
octangular roof is one whose base is an
tal sections of which are similar figures,
vertical section. All roofs, the horizon-
either polygons as above described, or
circles or ellipses, and the vertical sec-
tions of which are segments of convex
curves, such as of circles, ellipses, para-
square dome is one that rises from a
bolas, &c. are called domes; hence a
square plan; an octangular dome, from
a circular plan; and an elliptic dome
an octangular plan; a circular dome from
from an elliptical plan. Domes upon cir-
or elliptical roof, the vertical section of
cular plans are called cupolas. A circular
concave curves meeting in the apex, is
which consists of two similar and equal
the roof is circular or elliptical, and the
called a trumpet mouthed roof. When
vertical section an isosceles triangle, the
apex of which is that of the roof, the roof
When the vertical section of a circu-
is simply called a conical or conoidal roof.
lar dome is a parabola, hyperbola, or el-
loidal dome, a hyperboloidal dome, or
lipsis, the dome is then called a parabo-
ellipsoidal dome, these epithets com-
prehending both the base of the figure
which insist on the foregoing bases,
and vertical section. All figures of roofs,
whatever be the form of their verti-
name of pavilion roofs, as they only cover
cal sections, are called by the general
one simple building. From the intersec-
tions of two or more simple roofs of the
same or of different kinds, a multitude of
complex figures will be formed: the
plans of some of these are denominated
by letters of the alphabet, as an ell roof

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