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空間トラス構造物の耐力評価法: Compact Procedure Methodを用いた多目的最適化

机译:空间桁架结构强度评估方法:紧凑程序法的多目标优化

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With the rapid development of computer technology, it has become reality for high speed calculation to be applied in the field of structural optimization. Now computer calculation is applied throughout the field for practical optimal design like cost optimization. These applications might result in structural designs that lack redundancy and residual performance. In order to ensure structural safety, it is necessary to estimate structural responses caused by unexpected external disturbances. In this study, structural residual performance is considered as a method of judging structural redundancy. It is widely acknowledged that ensuring structural redundancy is vital for structural safety. But the question is that it is still difficult to quantify the redundancy itself. As a method to quantify structural redundancy, compact procedure method to calculate ultimate bearing capacity of rigid frame structures was proposed by Livesley in 1976. Through lower-bound theorem in limit analysis and linear programming, compact procedure method was adopted for structural calculation. This method is essentially the same as simplex method, only more convenient with no slack variables required. Furthermore, the application of this method from frame structures into space truss structures has also been successful. Combining compact procedure method with a multi-objective optimization algorithm, Strength Pareto Evolutionary Algorithm 2 (SPEA2), taking space truss structure as analysis object, we propose a multi-objective structural optimization of space truss structures in this paper.%高速演算を可能とするコンピュータの発達により,従来,計算負荷が大きく実用的見地から重要視されてこなかった構造最適化手法が見直され,実設計への応用も次第に広がりつつある。
机译:随着计算机技术的飞速发展,将高速计算应用于结构优化领域已成为现实。现在,计算机计算已应用于整个领域,以实现诸如成本优化之类的实际最佳设计。这些应用程序可能导致缺乏冗余和剩余性能的结构设计。为了确保结构安全,有必要估计由意外外部干扰引起的结构响应。在这项研究中,结构残余性能被视为判断结构冗余的一种方法。众所周知,确保结构冗余对于结构安全至关重要。但是问题在于,仍然很难量化冗余本身。作为量化结构冗余的一种方法,Livesley在1976年提出了一种紧凑的方法来计算刚性框架结构的极限承载力。通过极限分析的下界定理和线性规划,结构方法采用了紧凑的方法。该方法本质上与单纯形方法相同,只是更加方便,不需要松弛变量。此外,该方法从框架结构到空间桁架结构的应用也已成功。结合紧凑程序法和多目标优化算法,强度帕累托进化算法2(SPEA2),以空间桁架结构为分析对象,提出了空间桁架结构的多目标结构优化方法。とするコンピュータの発达により,従来,计算负荷が大きく実用的见地から重要视されてこなかった构造最适化手法が见直され,実设计への応用も次第に広がりつつある。

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