How to Study ArchitectureCaffin, Charles H. (Charles Henry)
History
How to Study Architecture
Caffin, Charles H. (Charles Henry)
Architecture -- History
The fact having been established that these variations were intentional,
how are they to be explained? A generally accepted explanation of the
curvatures in place of straight lines has been that they were intended
to correct an optical effect of curvature in the opposite direction.
Thus, if the contour of a column shaft were a straight line, it would
appear to the eye to curve inward; similarly, the horizontal lines of
the stylobate and entablature would appear to sag downward. Accordingly,
the “refinements” were designed as optical corrections of optical
effects of irregularity; in other words, geometrical effect is supposed
to have been sought by departures from geometric fact.
This, however, would not explain the other variations that have been
noted. Moreover, it is contradicted even in the case of curvatures by a
discovery of Professor Giovannoni of Rome, that the façade of the =Temple=
at =Uri= has a curvature in _plan_.[3] The columns, that is to say, are
not set to a straight line but to a curve which is concave to the
exterior; consequently the entablature is correspondingly curved, the
effect of which to the eye as it looks up is the very one that it was
explained the architects strove to avoid--a sag downward from the ends.
In this case they deliberately designed the façade to produce the
effect.
This explanation of optical corrections, then, as well as others, have
been proved erroneous by Professor William H. Goodyear, who has made a
life-long study of the subject and carried his investigations also into
Gothic architecture, in which, as we shall see, he has discovered
numerous instances of refinements and asymmetries. His explanation,
supported by a wealth of conclusive evidence which is set forth in his
“Greek Refinements,” is that the motive was æsthetic. The refinements
were modulations designed to please the eye by avoiding the inartistic
effects produced by formal monotony. They were planned to do away with
the monotony and rigidity that result from geometrical regularity and
mathematical accuracy and to introduce a suggestion of elasticity. They
imparted to the structure something of the irregularity that
characterises organic growth. It is because, with rare exceptions, they
are not found in modern classical buildings, that the latter appear by
comparison so stiff and formal.
These asymmetries, in fact, were intended to offset the liability of the
beauty’s becoming “faultily faultless, icily regular, splendidly null,
dead perfection, no more.”
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Public-domain text, read in full here on John Shaqi.
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