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Total deformation theory for non-proportional loading

机译:非比例载荷的总变形理论

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This study presents a technique to apply a total deformation theory to non-proportional loading cases.A total deformation theory capable of analyzing a sequence of linear non-proportional load steps isproposed. Each linear loading path is defined with reference to its previous loading path, analogous toproportional loading. The application of the proposed formulation to tension-torsion loading of thintubes and pressure-torsion loading of thick-walled cylinders is carried out. It is shown that forsituations where stresses are known a priori, the proposed method gives the same plastic strain fieldas does incremental plasticity. For situations where stresses are not known a priori, a method toestimate the plastic strain for linear hardening materials is proposed. This method estimates thenecessary stress fields using conventional deformation plasticity. These stresses are then used in theproposed total deformation formulation to predict plastic strains. The plastic strain field resultingfrom this method is compared with finite element results obtained using incremental plasticity. Theresults are in very good agreement and the proposed method significantly reduces computation time.
机译:这项研究提出了一种将总变形理论应用于非比例载荷工况的技术。提出了一种能够分析线性非比例载荷阶跃序列的总变形理论。每个线性加载路径均参照其先前的加载路径来定义,类似于比例加载。所提出的配方在薄管的拉伸扭转载荷和厚壁圆筒的压力扭转载荷中的应用。结果表明,对于先验已知应力的情况,所提出的方法具有与增量塑性相同的塑性应变场。对于先验应力未知的情况,提出了一种估算线性硬化材料塑性应变的方法。该方法使用常规变形可塑性估算所需的应力场。然后将这些应力用于建议的总变形公式中,以预测塑性应变。将这种方法产生的塑性应变场与使用增量塑性获得的有限元结果进行比较。结果非常吻合,所提出的方法大大减少了计算时间。

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