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Direct Calculations Of Material Parameters For Gradient Plasticity

机译:梯度塑性材料参数的直接计算

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Length scale parameters introduced in gradient theories of plasticity are calculated in closed form with a continuum dislocation based theory. The similarity of the governing equations in both models for the evolution of plastic deformation of a constrained thin film makes it possible to identify parameters of the gradient plasticity theory with the dislocation based model. A one-to-one identification is not possible given that gradient plasticity does not account for individual dislocations. However, by comparing the mean plastic deformation across the film thickness we find that the length scale parameter, I, introduced in the gradient plasticity theory depends on the geometry as well as material constants.
机译:塑性梯度理论中引入的长度尺度参数是基于连续位错理论以封闭形式计算的。两种模型中受约束薄膜塑性变形演变的控制方程式的相似性,使得可以使用基于位错的模型来识别梯度可塑性理论的参数。鉴于梯度可塑性不能解决单个位错,因此不可能进行一对一的识别。但是,通过比较整个薄膜厚度的平均塑性变形,我们发现在梯度可塑性理论中引入的长度比例参数I取决于几何形状以及材料常数。

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