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Explicit stress integration with error control for the Barcelona Basic Model. Part Ⅱ: Algorithms efficiency and accuracy

机译:巴塞罗那基本模型的显式应力集成和错误控制。第二部分:算法的效率和准确性

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The paper compares the accuracy and efficiency of explicit stress integration schemes for elasto-plastic unsaturated soil models with automatic error control. Numerical tests are performed with reference to the Barcelona Basic Model (BBM), one of the most popular elasto-plastic models for unsaturated soils, by using eight explicit Runge-Kutta algorithms of various order as well as a novel application of the extrapolation method described in the companion paper. Initially, the results obtained from the lowest order Runge-Kutta scheme (i.e. Modified Euler) as well as the extrapolation method are checked against accurate solutions of a number of BBM paths involving changes of strains and suction. Subsequently, the efficiency and accuracy of all algorithms are assessed for generic increments of strains and suction, while the difference between two alternative error control methods is also analysed. The results presented, although strictly valid for the Barcelona Basic Model, are expected to be general and relevant to other similar unsaturated elasto-plastic models formulated in terms of two independent stress variables such as net stress and suction.
机译:本文比较了具有自动误差控制的弹塑性非饱和土模型显式应力积分方案的准确性和效率。通过使用八种不同阶数的显式Runge-Kutta算法以及所描述的外推方法的新颖应用,参照巴塞罗那基本模型(BBM)(一种最流行的非饱和土弹塑性模型)进行了数值测试。在随行文件中。最初,从最低阶的Runge-Kutta方案(即改进的Euler)以及外推方法中获得的结果,将根据涉及应变和吸力变化的许多BBM路径的精确解进行检查。随后,针对应变和吸力的一般增量评估了所有算法的效率和准确性,同时还分析了两种替代误差控制方法之间的差异。给出的结果尽管对于巴塞罗那基本模型严格有效,但预期是通用的,并且与根据两个独立的应力变量(例如净应力和吸力)制定的其他类似的不饱和弹塑性模型有关。

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