Abstract Experimental validation of plastic constitutive hardening relationship based upon the direction of the Net Burgers Density Vector
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Experimental validation of plastic constitutive hardening relationship based upon the direction of the Net Burgers Density Vector

机译:基于Net Burgers密度矢量方向的塑性本构硬化关系的实验验证

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AbstractWe present a new methodology for experimental validation of single crystal plasticity constitutive relationships based upon spatially resolved measurements of the direction of the Net Burgers Density Vector, which we refer to as theβ-field. Theβ-variable contains information about the active slip systems as well as the ratios of the Geometrically Necessary Dislocation (GND) densities on the active slip systems. We demonstrate the methodology by comparing single crystal plasticity finite element simulations of plane strain wedge indentations into face-centered cubic nickel to detailed experimental measurements of theβ-field. We employ the classical Peirce–Asaro–Needleman (PAN) hardening model in this study due to the straightforward physical interpretation of its constitutive parameters that include latent hardening ratio, initial hardening modulus and the saturation stress. The saturation stress and the initial hardening modulus have relatively large influence on theβ-variable compared to the latent hardening ratio. A change in the initial hardening modulus leads to a shift in the boundaries of plastic slip sectors with the plastically deforming region. As the saturation strength varies, both the magnitude of theβ-variable and the boundaries of the plastic slip sectors change. We thus demonstrate that theβ-variable is sensitive to changes in the constitutive parameters making the variable suitable for validation purposes. We identify a set of constitutive parameters that are consistent with theβ-field obtained from the experiment.
机译: 摘要 我们基于净汉堡密度矢量方向的空间分辨测量结果,提出了一种新的方法,用于单晶可塑性本构关系的实验验证。 β字段。 β变量包含有关活动滑移系统以及活动滑移系统上的几何必要位错(GND)密度之比的信息。我们通过将平面应变楔形凹痕压入面心立方镍中的单晶塑性有限元模拟与β场的详细实验测量结果进行比较,证明了该方法。由于对其构成参数(包括潜在硬化率,初始硬化模量和饱和应力)进行了简单的物理解释,因此在本研究中我们采用了经典的Peirce-Asaro-Needleman(PAN)硬化模型。与潜在硬化率相比,饱和应力和初始硬化模量对β变量具有较大的影响。初始硬化模量的变化会导致塑性滑移扇形区域与塑性变形区域的边界发生偏移。随着饱和强度的变化,β变量的大小和塑性滑移扇形的边界都发生变化。因此,我们证明了β变量对本构参数的变化敏感,从而使该变量适合于验证目的。我们确定了一组与实验获得的β字段一致的本构参数。

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