[M2.17backL] [M2.17back] 17
a truly graceful and well designed capital of such proportions
can hardly ever be misplaced: Our principle of
(1) relations is however constant. The excess of the line cd
over the line a a, may be greater exactly in proportion
to the diminution of the weight, which the shaft a a has
to carry: For the bearing strength of the capital is of
course greatest when it projects back: Now we have
This principle must be clearly enunciated in the chapter on shafts. (2) already seen that in all good architecture the diminished
weight will be borne by the slender shafts. Hence it
follows that the excess of c d above a a, may be greater
{(c par)} in proportion to the slenderness of the shaft.
Fig 3 and 4 p 17 represent extreme conditions of right
proportion in the respect and figure 5 and 6 extreme conditions
(3) Law 2nd of wrong. But also, since the bearing strength of the
The excess of projecting portions of the capital is to be considered
cd over aa not only with respect to the sect proportion of the weight to
must be less {length of} the shaft, but with respect to the absolute
in proportion weight thrown on the line a a be the shaft long or short:
to scale of and to the diffusion of its pressure on the line c d. Now
capital. exactly in proportion to the Increase of actual scale:
is the relative weakness of the projection of the capital,
because the [?] cohesion whether of the stone or cement
which is enough to keep together the projecting parts
when they are small, [?] cannot be proportionately
[Version 0.05: May 2008]