矩形板の非弾性曲げの一解析法
1988 年 1988 巻 392 号 p. 141-149
詳細
1988 年 1988 巻 392 号 p. 141-149
In this paper, a discrete method for analyzing the problem of elasto-plastic bending of a rectangular plate is proposed. The solutions for partial differential equation of rectangular plate are obtained in discrete forms by applying numerical integration.
An incremental variable elasticity procedure has been used for the elasto-plastic analysis of the rectangular plate. As the applications of the proposed method, elasto-plastic bending of rectangular plate with four types of boundary conditions are calculated.
