Domain Optimization Analysis in Linear Elastic Problems (Approach Using Traction Method)
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概要
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We present a numerical analysis and results using the traction method for optimizing domains in terms of which linear elastic problems are defined. In this paper we consider the application of the traction method, which was proposed as a solution to domain optimization problems in elliptic boundary value problems. The minimization of the mean compliance is considered. Using the Lagrange multiplier method, we obtain the shape gradient functions for these domain optimization problems from the optimality criteria. In this process we consider variations in the surface force acting on the boundary and variations in the stiffness function and the body force distributed in the domain. We obtain solutions for an infinite plate with a hole and a rectangular plate clamped at both ends.
- 一般社団法人日本機械学会の論文
- 1996-04-15
著者
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Azegami Hideyuki
Department Of Complex Systems Science Graduate School Of Information Science Nagoya University
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Wu Zhi
Department Of Mechanical Engineering Ehime University
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Wu Zhi
Department Of Chemistry North University Of China
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