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Effects of constitutive parameters on thickness of phase transformed adiabatic shear band for ductile metal based on Johnson-cook and gradient plasticity models

机译:基于Johnson-Cook和梯度塑性模型的延性金属厚度对相变绝抗剪切带厚度的影响

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Gradient-dependent plasticity where a characteristic length is involved to consider the microstructural effect (interactions and interplaying among microstructures due to the heterogeneous texture) is introduced into Johnson-Cook model considering the effects of strain-hardening, thermal softening and strain rate sensitivity. Effects of initial static yield stress, strain-hardening coefficient and exponent, strain-rate and thermal-softening parameters on the occurrence of phase transformation and the thickness of phase transformed adiabatic shear band (ASB) in deformed ASB are numerically investigated. Higher initial static yield stress, strain-hardening coefficient, strain-rate parameter and lower strain-hardening exponent lead to earlier occurrence of phase transformation (lower plastic shear strain). Effect of thermal-softening parameter on plastic shear strain corresponding to the onset of phase transformation is not monotonous. Transformed ASB is located at the center of deformed ASB since the position has higher temperature exceeding the temperature of phase transformation. The thickness of transformed ASB increases with decreasing flow shear stress and the increasing tendency becomes slow. For the same flow shear stress, the thickness of transformed ASB is wider for higher initial static yield stress, strain-hardening coefficient and exponent, strain-rate and thermal-softening parameters. Compared with classical elastoplastic theory applicable to completely homogenous material, gradient-dependent plasticity considering the microstructural effect predicts that phase transformation occurs earlier and that the thickness of transformed ASB changes with flow shear stress.
机译:考虑到应变硬化,热软化和应变率灵敏度的影响,将涉及特征长度的梯度依赖性塑性来考虑微观结构效应(由于异质纹理引起的微观结构的相互作用)。数值研究了初始静态屈服应力,应变硬化系数和指数,应变率和导向性,应变率和热软化参数在变形ASB中变形ASB中的相变绝热剪切带(ASB)的厚度。初始静态屈服应力,应变硬化系数,应变率参数和低应变硬化指数导致相变(下塑料剪切菌株的较低发生)。热软化参数对对应于相变剪切应变的塑料剪切应变不是单调的。变换的ASB位于变形ASB的中心,因为该位置具有更高的温度超过相变温度。转化的ASB的厚度随着流动剪切应力的降低而增加,并且越来越大的趋势变慢。对于相同的流动剪切应力,变化的ASB的厚度对于更高的初始静态屈服应力,应变硬化系数和指数,应变率和热软化参数较宽。与适用于完全均匀的材料的古典弹塑性理论相比,考虑到微观结构效果的梯度依赖性可塑性预测相变早期发生,并且转化的ASB的厚度随流动剪切应力而变化。

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