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The Topology Optimization Methods on Quasi-static Structural

机译:准静态结构上的拓扑优化方法

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Quasi-static structure in each configuration and load conditions may be static stiffness or frequency of a special vibration mode can be optimized to meet the design requirements. Considering the size disparity in stiffness and load conditions, the unit strain energy density as the unit of sensitivity is proposed as the basis of cell properties to modify the sensitivity of the dimensionless mixing measure, and use the evolutionary algorithm with recovery function, calculation will be simple and implement easily in the large-scale finite element software, and can quickly reach optimal goals. Meanwhile, the proposed calculation eigenvalue sensitivity of unit and sensitivity synthesis method can also be taken into account static sensitivity and dynamic sensitivity to meet the dynamic performance requirements.
机译:在每个配置和负载条件中的准静态结构可以是静态刚度或特殊振动模式的频率可以优化以满足设计要求。考虑到刚度和负载条件下的尺寸视差,提出了作为灵敏度单位的单位应变能量密度作为细胞性能的基础,以改变无量纲混合测量的灵敏度,并使用具有恢复功能的进化算法,计算将是简单而在大型有限元软件中轻松实现,可以快速达到最佳目标。同时,还可以考虑静灵敏度和动态敏感性的单元和灵敏度合成方法的所提出的计算特征值敏感性,以满足动态性能要求。

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