How to Study ArchitectureCaffin, Charles H. (Charles Henry)
History
How to Study Architecture
Caffin, Charles H. (Charles Henry)
Architecture -- History
“In the =Parthenon=, for instance,” (the quotation is from the writings of
Professor William H. Goodyear) “surfaces or members which are set true
to perpendicular are most exceptional. Perhaps the end walls are the
only exception. All the columns lean inward about three inches in thirty
feet toward the centre of the building. The side walls lean inward. The
antæ, or flat pilasters at the angles of the ends of the walls, lean
forward one unit in eighty-two units. The faces of the architrave and
frieze lean backward, whereas the acroteria, the face of the cornice and
the face of the fillet between architrave and frieze lean forward.
Furthermore, the columns and capitals of the Parthenon are of unequal
size, and the widths of the metopes and the intercolumnar spacings are
also unequal.”
The discovery of these variations was pooh-poohed by architects who had
been trained to believe that “correct” architecture depended upon
geometrical regularity and mathematical accuracy. They dismissed them
lightly as “mason’s errors.” But this will not hold for three reasons.
Firstly, these asymmetries only occur in the finest examples, where the
design and the details are of superior refinement and the skill of the
masons most unmistakable. Secondly, the number of variations increases
_pro rata_ with the superiority of the design, reaching their maximum in
the =Parthenon=. And, thirdly, in cases which are unquestionably due to
mason’s errors the amount of the variation is practically negligible. Is
it likely, for example, that the masons who brought the two ends of the
Parthenon within one quarter of an inch of being exactly equal in width,
would have been so careless as to let the presumably horizontal lines
curve up four inches on the sides of the buildings and two inches at its
ends? Or, again, would they have committed so flagrant an error as
giving the stylobate a convex curve upward, since it necessitated a
corresponding curve to the base of each column, a most difficult and
delicate operation of cutting? The perfect adjustment of these two
curves, by the way, is one of many arguments against the theory that
these variations were caused by settlements in the foundations or, in
the case of the Parthenon, by the explosion which wrecked it in 1687,
when it was being used by the Turks as a powder magazine.
Public-domain text, read in full here on John Shaqi.
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