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Topology Optimization for Nonlinear Kirchhoff Plate Using RKPM

机译:基于RKPM的非线性Kirchhoff板的拓扑优化。

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In this paper,the topology optimization of nonlinear Kirchhoff plate was studied by using meshless Reproducing Kernel Particle Method (RKPM).The relative densities of nodes were chosen as design variables to eliminate the checkerboard pattem,and the visibility criterion method was used to dispose the discontinuity of RKPM approximation function in the nonlinear Kirchhoff plate.The topology optimization model of nonlinear Kirchhoff plate based on RKPM was developed,and the topology optimization procedure was given in detail.Finally,all the Matlab programs were written,and one numerical example shows the advantage of the present method.
机译:本文采用无网格再生核粒子法(RKPM)研究了非线性Kirchhoff板的拓扑优化问题。选择节点的相对密度作为设计变量,消除了棋盘图案,并采用能见度准则方法进行了处理。非线性Kirchhoff板中RKPM逼近函数的不连续性。建立了基于RKPM的非线性Kirchhoff板的拓扑优化模型,并详细给出了拓扑优化过程。最后,编写了所有Matlab程序,并通过一个数值例子说明了该方法。本方法的优点。

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