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DAMASK: the Dusseldorf Advanced Material Simulation Kit for studying crystal plasticity using an FE based or a spectral numerical solver

机译:锦缎:杜塞尔多夫先进的材料仿真套件,用于使用Fe基于Fe的晶体塑性或光谱数值求解器进行研究

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The solution of a continuum mechanical boundary value problem requires a constitutive response that connects deformation and stress at each material point. Such connection can be regarded as three separate hierarchical problems. At the top-most level, partitioning of the (mean) boundary values of the material point among its Microstructural constituents and the associated homogenization of their response is required, provided there is more than one constituent present. Second, based on an elastoplastic decomposition of (finite strain) deformation, these responses follow from explicit or implicit time integration of the plastic deformation rate per constituent. Third, to establish the latter, a state variable-based constitutive law needs to be interrogated and its state updated. The Dusseldorf Advanced Material Simulation Kit (DAMASK) reflects this hierarchy as it is built in a strictly modular way. This modular structure makes it easy to add additional constitutive models as well as homogenization schemes. Moreover it interfaces with a number of FE solvers as well as a spectral solver using an FFT. We demonstrate the versatility of such a modular framework by considering three scenarios: Selective refinement of the constitutive material description within a single geometry, component-scale forming simulations comparing different homogenization schemes, and comparison of representative volume element simulations based on the FEM and the spectral solver.
机译:连续机械边界值问题的解决方案要求在每个材料连接点的变形和应力的构响应。这种连接可以看作是三个不同的层次问题。在最上面的水平,其微观结构成分及其响应的相关联的均质化中的材料的点(平均值)的边界值的划分是必需的,只要有一个以上的组分存在。第二,基于(有限应变)变形弹塑性分解,这些反应按照从每个构成塑性变形速率的显式或隐式时间积分。第三,要建立后,基于可变状态本构关系需要被询问其状态更新。因为它是建立在一个严格的模块化的方式杜塞尔多夫先进材料模拟工具包(锦缎)反映了这一层次。这种模块化结构,可以很容易地添加更多的本构模型,以及同质化方案。此外,它与一些有限元求解器的以及使用FFT的频谱解算器接口。我们通过考虑三种情况表明这种模块化框架的通用性:单几何形状,组件的结垢模拟比较不同的均质化方案中的构成材料描述的选择性的改进中,和代表体积元模拟的比较基于所述FEM和光谱求解。

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