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Numerical dissipation in time-step integration algorithms for structura dynamic analysis

机译:结构动力分析时步积分算法中的数值耗散

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摘要

To damp out spurious high-frequency responses, time-step integration algorithms for structural dynamic analysis should have controllable numerical dissipation in the high-frequency regime. The algorithms should also be unconditionally stable so that the time-step size is governed by the accuracy requirement only. This paper reviews several recently developed frameworks that can be used to construct unconditionally stable dissipative time-step integration algorithms. The continuous displacement (single-field) formulations are considered here. The algorithmic parameters that can be used to control the numerical dissipation in time-step integration algorithms are also discussed.
机译:为了抑制杂散的高频响应,用于结构动力分析的时步积分算法应在高频范围内具有可控制的数值耗散。该算法还应该是无条件稳定的,以便时间步长仅由精度要求决定。本文回顾了几个最近开发的框架,这些框架可用于构建无条件稳定的耗散时间步长积分算法。这里考虑连续位移(单场)公式。还讨论了可用于控制时间步长积分算法中数值耗散的算法参数。

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