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Influence of High Temperatures on the Structural optimization

机译:高温对结构优化的影响

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An algorithm for optimizing of load-carrying structures is proposed. Load-bearing elements have heating of high level and different mechanical characteristics. The solution of this problem is based on the use of the optimality criterion method. The minimum pliability of the structure is used as an optimization criterion, provided that static equilibrium is maintained in the finite element formulation. To obtain a recurrent formula for finding the optimal values of the calculated parameters, the Lagrange multiplier method is used. Topological optimization is performed by excluding passive elements from the original most General structure. A contradiction is shown in the operation of the optimization algorithm for mechanical and thermal loads based on minimizing the potential energy of deformation. The optimization uses the concept of pseudo-elastic modulus of elasticity, which allows identifying problematic heated elements that require special optimization approaches. The criterion for applying the optimization algorithm is determined, which is related to the contradictions of solving the problem with simultaneous action of mechanical and thermal loads. A numerical analysis of typical examples is presented.
机译:提出了一种优化载荷结构的算法。承载元件具有高水平和不同机械特性的加热。该问题的解决方案基于使用最优标准方法。提供了结构的最小柔韧性作为优化标准,只要静态平衡保持在有限元制剂中。为了获得用于查找计算的参数的最佳值的复发公式,使用拉格朗日乘法器方法。通过从原始最通用结构中排除被动元件来执行拓扑优化。基于最小化变形势能的机械和热负荷优化算法的操作,示出了矛盾。优化使用伪弹性弹性模量的概念,这允许识别需要特殊优化方法的有问题的加热元件。确定应用优化算法的标准,其与解决机械和热负荷的同时动作解决问题的矛盾有关。提出了典型例子的数值分析。

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