Contribution to Book
Mathematical analysis of non-uniform polyhedra having 2 congruent regular n-gonal faces, 2n congruent trapezoidal faces, 5n edges & 3n vertices lying on a spherical surface (Generalized Formula by H.C. Rajpoot)
Applications of HCR's Theory of Polygon
(2015)
Abstract
All the important formula have been generalized by the author which are applicable to calculate the important parameters, of any non-uniform polyhedron having 2 congruent regular n-gonal faces, 2n congruent trapezoidal faces each with three equal sides, 5n edges & 3n vertices lying on a spherical surface, such as solid angle subtended by each face at the centre, normal distance of each face from the centre, inner radius, outer radius, mean radius, surface area & volume. These are useful for analysis, designing & modeling of different non-uniform polyhedra.
Disciplines
Publication Date
Winter March 13, 2015
Publisher Statement
Unique
Citation Information
Harish Chandra Rajpoot Rajpoot. "Mathematical analysis of non-uniform polyhedra having 2 congruent regular n-gonal faces, 2n congruent trapezoidal faces, 5n edges & 3n vertices lying on a spherical surface (Generalized Formula by H.C. Rajpoot)" Applications of HCR's Theory of Polygon (2015) Available at: http://works.bepress.com/harishchandrarajpoot_hcrajpoot/36/