The Textbook of Architecture

Rules · Capitals · Ornament · Proportion

The Corinthian capital

The Corinthian capital is as high as the column is thick; its abacus is one seventh of that height, and the rest is divided in three: the lower leaves, the upper leaves, and the stalks from which the volutes spring.

capital = 1 D; abacus = ⅐; leaves : leaves : volutes = 1 : 1 : 1; abacus diagonal = 2 D

Two rows of eight acanthus leaves (in red) round the bell, with helices under the abacus. Open in Models ↗

Vitruvius tells how the sculptor Callimachus saw a basket left on the grave of a Corinthian girl, a tile on top, with acanthus growing up around it and curling under the tile, and made from it a capital. The bell is the basket, the abacus the tile, the leaves the acanthus. Later authors, beginning with Vignola, made the capital taller: 2⅓ modules, or 7⁄6 D.

Related rules

The Derand–Blondel rule for abutments

To find how thick the pier of an arch must be, divide the intrados into three equal parts; draw a line from the springing through the first division, and produce it beyond the springing by its own length. A vertical through the end of that line marks the outer face of the pier.

pier ≈ ¼ span (semicircle) · ≈ 0.23 span (equilateral) · less for a lancet

Cite this page Chris Paton, “The Corinthian capital”, The Textbook of Architecture, https://textbookofarchitecture.com/rule/vitruvius-corinthian-capital. Text, drawings and models licensed under CC BY-NC 4.0.