首页> 外文会议>International conference on offshore mechanics and arctic engineering;OMAE'99 >Dynamic nonlinear elastic-plastic material failual failure analysis by the differential quadradture finite element method and a global secant relaxation-based accelerated ocnstant stiffness equilibrium iteration technique
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Dynamic nonlinear elastic-plastic material failual failure analysis by the differential quadradture finite element method and a global secant relaxation-based accelerated ocnstant stiffness equilibrium iteration technique

机译:动态非线性弹塑性材料失效失效的微分四分法有限元分析和基于全局割线松弛的加速正变刚度平衡迭代技术

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Integrated numericla techniqe for static and dynamic non-linear structural problems adoptin the equilibrium iteration is proposed.The differential quadrature finite element mehtod (DQFEM) with uses the differential quadrature (DQ) techniques to the finite element discretizztion is used to analyze the static and dynaic nonlinear structural mechanics problems.Numerical time integraiton in ocnjunction iwth the use of equiblibrum iteration is used to update the respoense history.The equilibrium iteration cna be carried out by the accelerated iteratinn schemes.The global secant relaxation-based acelerated constant stiffness and diagonal stiffness-based predictor-corrector equilibruim iteraitons which are effiicebnt and reliablke are used for the numericla ocmputations.Sample problems are analyzed.Numericla results demonstrate the algorithm.
机译:提出了一种用于平衡迭代的静态和动态非线性结构问题的综合数值技术。利用差分微分(DQ)技术对有限元离散进行微分正交有限元方法(DQFEM),对静,动力进行了分析。非线性结构力学问题。通过使用等量迭代法进行连接的数值时间积分来更新重现历史。可通过加速迭代法进行平衡迭代。基于全局割线松弛的加速恒刚度和对角刚度-基于有效的和可靠的基于预测校正的均衡迭代方法进行数值计算。分析了样本问题。数值结果证明了该算法。

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