首页> 外文会议>Proceedings of International Conference on Structural Mechanics in Reactor Technology >FINITE ELEMENT IMPLEMENTATION OF ADVANCED CONSTITUTIVEMODEL EMPHASIZING ON RATCHETING
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FINITE ELEMENT IMPLEMENTATION OF ADVANCED CONSTITUTIVEMODEL EMPHASIZING ON RATCHETING

机译:棘轮上高级本构模型的有限元实现

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Two visco-plastic constitutive models for simulating cyclic deformation of cyclic stable and cyclichardening materials, respectively, were implemented into finite element code. The existed constitutive modelswere first extended to simulate the ratcheting and cyclic stress relaxation of the materials more reasonably byintroducing a combined kinematic hardening model. In finite element implementation, new nonlinear scalarequations of implicit stress integration algorithm and new expressions of consistent tangent modulus matrix for thetwo discussed models were formulated by using radial return method and backward Euler integration schedule.Some numerical examples are given to verify the advantage of the implementation and the capability of the modelsin simulating the ratcheting, cyclic stress relaxation, and strain cyclic behavior of the materials and structurecomponents.
机译:用于模拟循环稳定和循环的两个周期循环变形的两个粘塑性本构模型 硬化材料分别实现为有限元代码。现有的本构模型 首先被扩展以更合理地模拟材料的棘轮和循环应力松弛 引入组合的运动硬化模型。在有限元实现中,新的非线性标量 隐式应力积分算法的等式和恒切线模量矩阵的新表达式 通过使用径向返回法和后向欧拉积分时间表,制定了两个讨论的模型。 通过数值例子验证了实现的优势和模型的能力。 模拟材料和结构的棘轮,循环应力松弛和应变循环行为 成分。

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