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Effective iterative algorithm for the Limit Analysis of truss-frame structures by a kinematic approach

机译:运动学方法对桁架结构极限分析的有效迭代算法

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摘要

A former algorithm of Limit Analysis (LA) at the continuum mechanics scale by a kinematic, upper-bound approach is here re-interpreted in the realm of LA of large-scale 3D truss-frame structures and effectively implemented toward fast and convenient collapse load multiplier and mechanism evaluation. First, the algorithm is described in its iterative design, and convergence is demonstrated. Some initial applications to truss-frame test structures under bending and torsion are also discussed. Then, the algorithm is successfully applied to two benchmark multi-story frames. It is shown that very consistent and quick evaluations of the collapse characteristics are obtained by this direct method, in comparison to those provided by alternative classical mathematical programming approaches and much expensive evolutive step-by-step solutions of the whole structural elastoplastic response. The algorithm shows a superior performance, with the kinematic multiplier truly precipitating from above on the collapse one, in very few iterations, with a consistent associated estimation of the plastic collapse mechanism. (C) 2017 Elsevier Ltd. All rights reserved.
机译:在运动力学上界方法中,在连续力学尺度上的极限分析(LA)的先前算法在此处重新解释了大型3D桁架结构的LA领域,并有效地实现了快速便捷的倒塌载荷乘数和机制评估。首先,在迭代设计中描述了该算法,并证明了其收敛性。还讨论了在弯曲和扭转下桁架框架测试结构的一些初始应用。然后,该算法成功应用于两个基准多层框架。结果表明,与其他经典数学编程方法和整个结构弹塑性响应的昂贵的逐步解决方案相比,通过这种直接方法可以对坍塌特性进行非常一致且快速的评估。该算法显示出卓越的性能,运动学乘数真正地从上方塌陷中真正沉淀出来,并且迭代次数很少,并且具有与塑性塌陷机制相关的一致估计。 (C)2017 Elsevier Ltd.保留所有权利。

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