首页> 外文期刊>Journal of Materials Engineering and Performance >Hybrid Inverse Parameter Identification of Fully Coupled Ductile Damage Model for Steel Sheet DP600 with Two Different Algorithms: Trust Region and Genetic Algorithms
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Hybrid Inverse Parameter Identification of Fully Coupled Ductile Damage Model for Steel Sheet DP600 with Two Different Algorithms: Trust Region and Genetic Algorithms

机译:两种不同算法钢板DP600完全耦合延性损伤模型的混合逆参数识别:信任区域和遗传算法

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摘要

Ductile damage model has been widely regarded as a valuable method to predict the failure of sheet metal. Based on the thermodynamic theory and continuum damage mechanics, the fully coupled ductile damage model can be developed, which also can better predict the initiation and growth of the fracture. But the identifications of model parameters with theoretical methodology are difficult due to the complex coupling relationships existing among all state variables. The inverse methodology is regarded as a good method to resolve the problem. In this paper, the recently proposed fully coupled ductile damage model is chosen to investigate the deformation behavior of DP600 steel, in which the mixed saturation isotropic and kinematic hardenings are taken into account and fully coupled with the ductile damage. During the identification process, the least square formula of the error between experimental and numerical results is selected as the target function. The trust region algorithm and genetic algorithm are used with the help of MATLAB for the identification of three damage parameters. Finally, by comparing the experimental and numerical results, the validations of two algorithms are proved. The efficiency of the optimization process with trust region algorithm is higher, but with lower accuracy. Meanwhile, the optimization process is greatly affected by the chosen initial values of the ductile damage parameters.
机译:韧性损伤模型被广泛认为是预测金属板失效的有价值的方法。基于热力学理论和连续损伤力学,可以开发完全耦合的延展性损伤模型,这也可以更好地预测骨折的启动和生长。但是,由于所有状态变量中存在的复杂耦合关系,具有理论方法的模型参数的标识很难。逆方法被认为是解决问题的好方法。本文选择了最近提出的完全耦合的延展性损伤模型,研究了DP600钢的变形行为,其中考虑了混合饱和各向同性和运动学硬化并与韧性损伤完全耦合。在识别过程中,选择实验和数值结果之间的误差的最小方形公式作为目标函数。在MATLAB的帮助下使用信任区域算法和遗传算法用于识别三个损伤参数。最后,通过比较实验和数值结果,证明了两种算法的验证。具有信任区域算法的优化过程的效率更高,但精度较低。同时,优化过程受到延性损伤参数的选择初始值的大大影响。

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