The Textbook of Architecture

Rules · Optics · Geometry · Bases

The stylobate rises in the middle

Do not lay the stylobate dead level: raise it gently toward the middle of each side, for a perfectly flat platform looks to the eye as if it sagged.

Parthenon: rise ≈ 11 cm over 69.5 m (flanks), ≈ 6.5 cm over 30.9 m (fronts), about 1 : 600

The Parthenon seen along its flank, the curvature of the stylobate exaggerated; the dark line is a straight chord. Open in Models ↗

Vitruvius says the level of the stylobate should be “increased along the middle” by means of scamilli impares (literally “unequal little benches”) and promised a figure at the end of his book that has not survived. For centuries the phrase was a riddle. Penrose’s survey of 1846–47 showed that at the Parthenon the platform really does rise, in a smooth curve, toward the centre of each side, and that the curve runs up through the columns into the entablature. One persuasive reading, noted in Morgan’s commentary, is that the scamilli were sighting blocks of graded height used to set out the curve along a stretched line.

The figure exaggerates the curve. At its true size it is invisible as a curve, yet it keeps the long horizontals of the building from looking slack. Rainwater, incidentally, runs off a crowned platform, but the precision of the curves goes far beyond what drainage requires.

Related rules

The Doric corner conflict

A Doric frieze cannot obey all three of its rules at a corner: triglyphs over the column axes, a triglyph turning the corner, and metopes as broad as they are high. One of them must give way.

displacement of the corner triglyph = e − t⁄2 (e = half-depth of the architrave, t = triglyph width)

Cite this page Chris Paton, “The stylobate rises in the middle”, The Textbook of Architecture, https://textbookofarchitecture.com/rule/stylobate-curvature. Text, drawings and models licensed under CC BY-NC 4.0.