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Transient localizations in metals using microstructure-based yield surfaces

机译:使用基于微观结构的屈服面在金属中进行瞬态定位

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摘要

Classical constitutive models of phenomenological plasticity/viscoplasticity rely heavily on yield functions to distinguish plastic flow from reversible elastic deformation. Physically based yield functions are utilized here for body-centred cubic (bcc) and face-centred cubic (fcc) types of metal structures in investigating necking and dynamic shear localizations over a wide range of temperatures and strain rates. The consistency model is employed in determining the increment of the viscoplastic multiplier and consequently a proper definition for the continuum elasto-viscoplastic tangent modulus is derived. Mesh-independent results are obtained using the finite element analysis in investigating the localization behaviour for tantalum, vanadium and niobium for bcc metals and OFHC copper for fcc metals.
机译:现象学可塑性/粘塑性的经典本构模型在很大程度上取决于屈服函数,以将塑性流动与可逆的弹性变形区分开。基于物理的屈服函数在这里用于体心立方(bcc)和面心立方(fcc)类型的金属结构,以研究在宽温度和应变率范围内的颈缩和动态剪切局部化。一致性模型用于确定粘塑性乘数的增量,因此得出了连续弹塑性粘塑性切线模量的正确定义。在研究bcc金属中钽,钒和铌以及fcc金属中OFHC铜的定位行为时,使用有限元分析获得了与网格无关的结果。

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