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Robust Topological Optimization of Uncertainty Continuum Structures Based on SIMP Model

机译:基于SIMP模型的不确定性连续结构的鲁棒拓扑优化

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In order to explore the conceptual design method of Continuum Structures, which is feasible and practical in the engineering, the robust design method and the topology optimization theory are integrated. A mathematic model which dealing with the robust topological optimization of the uncertainty continuum structure is proposed based on SIMP(solid isotropic material with penalization) Model. Meanwhile, a heuristic optimality criteria algorithm is improved to solve the model, in which both random distribution uncertainty of structural design parameters and the non-probabilistic reliability of design constrains are considered. Numerical investigations illustrate the applicability and the validity of the present model as well as the proposed numerical algorithm. Results from the optimization provide the design domain and prototype for both the shape and size optimization in the detailed design. From the results, the optimal design is proved robust and effective. It can meet the needs of the concept design in the engineering projects.
机译:为了探索连续结构的概念设计方法,在工程中是可行和实用的,集成了鲁棒设计方法和拓扑优化理论。基于SIMP(具有惩罚)模型,提出了一种处理不确定性连续结构的鲁棒拓扑结构的数学模型。同时,改善了启发式最优性标准算法以解决模型,其中考虑了结构设计参数的随机分布不确定度和设计约束的非概率可靠性。数值研究说明了本模型的适用性和有效性以及所提出的数值算法。优化的结果为详细设计中的形状和尺寸优化提供了设计域和原型。从结果中,最佳设计被证明是强大而有效的。它可以满足工程项目中概念设计的需求。

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