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首页> 外文期刊>International Journal for Numerical Methods in Engineering >Topology optimization of material-nonlinear continuum structures by the element connectivity parameterization
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Topology optimization of material-nonlinear continuum structures by the element connectivity parameterization

机译:基于单元连接参数化的材料-非线性连续体结构拓扑优化

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摘要

The application of the element density-based topology optimization method to nonlinear continuum structures is limited to relatively simple problems such as bilinear elastoplastic material problems. Furthermore, it is very difficult to use analytic sensitivity when a commercial nonlinear finite element code is used. As an alternative to the element density formulation, the element connectivity parameterization (ECP) formulation is developed for the topology optimization of isotropic-hardening elastoplastic or hyperelastic continua by using commercial software. ECP varies the stiffness of zero-length linear elastic links that connect design domain-discretizing finite elements. Unloading was not considered. But the advantages of ECP in material-nonlinear problems were demonstrated: considerably simple analytic sensitivity calculation using a commercial code and simple link stiffness penalization regardless of nonlinear material behaviour. Copyright (c) 2006 John Wiley & Sons, Ltd.
机译:基于元素密度的拓扑优化方法在非线性连续体结构中的应用仅限于相对简单的问题,例如双线性弹塑性材料问题。此外,当使用商业非线性有限元代码时,很难使用解析灵敏度。作为元素密度公式的替代方法,使用商业软件开发了元素连通性参数化(ECP)公式,用于各向同性硬化弹塑性或超弹性连续体的拓扑优化。 ECP会更改零长度线性弹性链接的刚度,该零链接连接了设计域离散的有限元。不考虑卸载。但是,证明了ECP在材料非线性问题中的优势:无论使用何种非线性材料行为,使用商业代码进行相当简单的分析灵敏度计算,以及简单地进行连杆刚度惩罚。版权所有(c)2006 John Wiley&Sons,Ltd.

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