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Solution of Transient Nonlinear Structural Dynamics Problems using the Modified Iterative Group-Implicit Algorithm

机译:瞬态非线性结构动力学问题使用修改的迭代组隐式算法解决问题

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In this work, the Modified Group Implicit (MIGI) algorithm, a domain-by-domain solution algorithm is extended for the solution of nonlinear structural dynamics problems concurrently. In a transient nonlinear analysis, nonlinear iterations are necessary to satisfy the dynamic equilibrium along with the MIGI iterations. These two iterations may be combined and performed in a single process loop or they may be isolated. Both schemes have been implemented and tested. It is found that the isolation of the iterations produces a more efficient scheme than the one resulting from combination of the two loops. A fully nonlinear transient analysis of a 20- storey model building is carried out, using the separate loop scheme, on an IBM SP multi-computer and a network of SUN workstations. Excellent accuracy in the solution has been obtained with significant speedup of the computations.
机译:在这项工作中,修改的组隐式(MIGI)算法,逐个域解决方案算法延长了非线性结构动态问题的解决方案。在瞬态非线性分析中,必须与MIGI迭代一起满足动态均衡所必需的非线性迭代。可以在单个过程循环中组合和执行这两个迭代,或者可以被隔离。两种方案都已实施和测试。结果发现,迭代的隔离产生比由两个环的组合产生的更有效的方案。使用单独的循环方案,在IBM SP多计算机和Sun工作站网络中使用单独的循环方案进行全部非线性瞬态分析。已经获得了解决方案中的优异精度,并具有显着的计算。

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