Bible Encyclopedias
Stilted-Arch
Cyclopedia of Biblical, Theological and Ecclesiastical Literature
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)
a name proposed by Prof. Willis for an arch which has the capital or impost moldings of the jambs below the level of the springing of the curve, the moldings of the archivolt being continued vertically down to the impost moldings. This mode of construction was frequently employed at the latter end of the Norman style, especially as a means of maintaining a uniform height, when arches of different widths were used in the same range.
Copyright Statement
These files are public domain.
Bibliography Information
McClintock, John. Strong, James. Entry for 'Stilted-Arch'. Cyclopedia of Biblical, Theological and Ecclesiastical Literature. https://www.studylight.org/​encyclopedias/​eng/​tce/​s/stilted-arch.html. Harper & Brothers. New York. 1870.