The crack problem in an infinite mediums of functionally graded material (FGM) subjected to antiplane shear is studied by using nonlocal linear elasticity theory.
根据非局部线弹性理论研究了剪切模量为指数型的无限大功能梯度材料反平面裂纹问题。
Stress boundary condition in the nonlocal linear elasticity theories is an unsolved problem.
应力边界条件的提法是线性非局部弹性理论尚未解决的一个理论问题。
Stress boundary condition in the nonlocal linear elasticity theories is an unsolved problem. In this paper, this problem is studied.
应力边界条件的提法是线性非局部弹性理论尚未解决的一个理论问题。
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