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Auto-tuning of isotropic hardening constitutive models on real steel buckling data with finite element based multistart global optimisation on parallel computers

机译:基于并行计算机上基于有限元的多起点全局优化的真实钢屈曲数据的各向同性硬化本构模型的自动调整

摘要

An automatic framework for tuning plastic constitutive models is proposed. It is based on multistart global optimisation method, where the objective function is provided by the results of multiple elasto-plastic finite element analyses, executed concurrently. Wrapper scripts were developed for fully automatic pre-processing, including model and mesh generation, analysis and post-processing. The framework is applied to an isotropic power hardening plasticity using real load/displacement data from multiple steel buckling tests. M. J. D. Powell's BOBYQA constrained optimisation package was used for local optimisation. It is shown that using the real data presents multiple problems to the optimisation process because (1) the objective function can be discontinuous, yet (2) relatively at around multiple local minima, with (3) similar values of the objective function for different local minima. As a consequence the estimate of the global minimum is sensitive to the amount of experimental data and experimental noise. The framework includes the verification step, where the estimate of the global minimum is verified on a different geometry and loading. A tensile test was used for verification in this work. The speed of the method critically depends on the ability to effectively parallelise the finite element solver. Three levels of parallelisation were exploited in this work. The ultimate limitation was the availability of the finite element commercial solver license tokens.
机译:提出了一种自动调整塑性本构模型的框架。它基于多启动全局优化方法,其中目标函数由同时执行的多个弹塑性有限元分析的结果提供。包装程序脚本是为全自动预处理而开发的,包括模型和网格生成,分析和后处理。使用来自多个钢屈曲测试的实际载荷/位移数据,将框架应用于各向同性功率硬化塑性。 M. J. D. Powell的BOBYQA约束优化程序包用于局部优化。结果表明,使用实际数据给优化过程带来了多个问题,因为(1)目标函数可能是不连续的,但(2)相对于多个局部最小值附近,(3)不同局部的目标函数值相似极小值。结果,整体最小值的估计对实验数据和实验噪声的数量敏感。该框架包括验证步骤,其中在不同的几何形状和载荷下验证全局最小值的估计。拉伸测试用于这项工作中的验证。该方法的速度关键取决于有效并行化有限元求解器的能力。这项工作利用了三个并行化级别。最终限制是有限元商业求解程序许可证令牌的可用性。

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