山梨講演会講演論文集
Online ISSN : 2424-2705
セッションID: 207
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207 微視構造を有する材料の等価弾性係数の新しい評価法(材料力学I)
柴崎 浩水野 敏広奥村 秀人
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In this paper a new evaluation method of the effective elastic moduli for heterogeneous materials with microstructures is presented. The effective elastic constants can be obtained to make two matrices numerically equal. One is the standard global stiffness matrix and the other is the stiffness matrix multiplied by an effective modulus, Young's modulus, shear and bulk moduli , Lame's constants. The results of Finite Element analysis show good agreement with the analytical upper bound values by the Paul's method with an application of the principle of minimum potential energy.

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