Analysis of a Boundary Value Problem of a Circular Annular Elastic Plate

摘要

Complex variable methods, Schwarz's kernel, Laplace and Riemann-Milne transforms are used to solve the boundary value problem of circular annular plate for which the normal stresses and tangential displacements are given on the inner edge of the annulus while the stress are given on the outer edge. The Goursat's functions are derived in a closed form. (Atomindex citation 13:660167)