The Textbook of Architecture

Rules · Proportion · Vaults

The heights of flat, coved and vaulted rooms

If a room is no longer than twice its breadth, make it as high as it is broad; make a coved room higher than a flat one, with a cove a quarter to a fifth of the whole height; take a vaulted room to the crown at half the sum of its length and breadth.

flat: H = B (L ≤ 2B); coved: H = B + (⅕ to ⅓)(L − B), cove = ¼–⅕ H; vaulted: H = (L + B) ⁄ 2

Room heights found from length and breadth; the arithmetic mean, (L + B) ⁄ 2, is the height Stratton gives for vaulted rooms. Open in Models ↗

Stratton gives these as the rules generally agreed by earlier writers for rectangular rooms, and at once adds that the best architects never followed them so closely as to override common sense, convenience or suitability.

The vaulted-room rule is the arithmetic mean of Palladio’s three; the coved-room rule lies between the height of a flat room and that of a vaulted one.

Related rules

Cite this page Chris Paton, “The heights of flat, coved and vaulted rooms”, The Textbook of Architecture, https://textbookofarchitecture.com/rule/stratton-coved-room. Text, drawings and models licensed under CC BY-NC 4.0.