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(2010) Geometries of rhetoric, Dordrecht, Springer.
Infinite sequences in the constructive geometry of tenth-century Hindu temple superstructures
Sambit Datta
pp. 471-483
From its early origins to the tenth century, the Hindu temple embodied a progressive elaboration of a simple formal schema based on a cuboidal sanctum and a solid form of distinctive curvature. The architectural form of the temple was the subject of wide experimentation, based on canonical sacred texts, within the regional schools of temple building in the Indian subcontinent. This paper investigates the practice of this knowledge in the constructive geometry of temple superstructures, with attention focused on the canonical rules for deriving the planar profile of a temple using a mandala (proportional grid) and the curvature of the sikhara (superstructure) using a rekha sutra (curve measure). This paper develops a mathematical formulation of the superstructure form and a detailed three-dimensional reconstruction of a tenth-century superstructure, based upon computational reconstructions of canonical descriptions. Through these reconstructions, the paper provides a more complete explanation of the architectural thinking underlying superstructure form and temple ornamentation.
Publication details
DOI: 10.1007/978-3-0346-0522-9_8
Full citation:
Datta, S. (2010)., Infinite sequences in the constructive geometry of tenth-century Hindu temple superstructures, in R. Kirkbride (ed.), Geometries of rhetoric, Dordrecht, Springer, pp. 471-483.
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