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Steady-state response of thermoelastic half-plane with voids subjected to a surface harmonic force and a thermal source

机译:具有表面谐波力和热源的具有空隙的热弹性半平面的稳态响应

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In this paper, the steady-state response for a thermoelastic half-plane with voids is studied, in which, the surface of the half-plane is partly subjected to a surface harmonic force and a thermal source. The semi-analytical solutions and the numerical solutions of the half-plane problems with three different materials are obtained from a semi-analytical method and a developed differential quadrature element method in this paper, respectively. The corresponding numerical results are compared and the effects of parameters are considered as well. It can be seen that the semi-analytical solutions and corresponding numerical solutions coincide with each other. This means that the differential quadrature element method is a very efficient method for seeking the numerical solutions of the half-plane problems with discontinuity, and it has some advantageous properties, such as small computational amount, high accuracy, and better convergence.
机译:本文研究了具有空隙的热弹性半平面的稳态响应,其中半平面的表面部分受到表面谐波力和热源的影响。本文分别从半解析法和改进的差分正交元法分别获得了三种不同材料的半平面问题的半解析解和数值解。比较相应的数值结果,并考虑参数的影响。可以看出,半解析解和相应的数值解彼此一致。这意味着微分正交元法是寻找具有不连续性的半平面问题的数值解的一种非常有效的方法,并且具有一些优势,例如计算量小,精度高,收敛性好。

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