Publisher： Cambridge University Press
E-ISSN： 1811-8216|32|1|1-10
ISSN： 1727-7191
Source： Journal of Mechanics, Vol.32, Iss.1, 2015-12, pp. : 1-10
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Abstract
Analytical closed-form solution to the stress distribution associated with a hole in finite plates subjected to tension has not been obtained yet. Wherefore, a method developed in this paper is based on a Beltrami-Michell methodology analyzing the Kirsch's problem under finite dimensions conditions of both plane stress and plane strain. This aimed ability is achieved by combining the Beltrami-Michell plane equations, isochromatic information on the boundaries only; and the finite difference method into an effectual hybrid method for analyzing rectangular plates of finite width with circular holes. Furthermore, the Beltrami-Michell methodology suggested may be applied on other plate and cut-out forms.
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