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A particle finite element method for analysis of industrial forming processes

机译:用于工业成型过程分析的粒子有限元方法

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We present a generalized Lagrangian formulation for analysis of industrial forming processes involving thermally coupled interactions between deformable continua. The governing equations for the deformable bodies are written in a unified manner that holds both for fluids and solids. The success of the formulation lays on a residualbased expression of themass conservation equation obtained using the finite calculus method that provides the necessary stability for quasi/fully incompressible situations. The governing equations are discretized with the FEM via a mixed formulation using simplicial elementswith equal linear interpolation for the velocities, the pressure and the temperature. The merits of the formulation are demonstrated in the solution of 2D and 3D thermally-coupled forming processes using the particle finite element method.
机译:我们提出了一种广义的拉格朗日公式,用于分析涉及可变形连续体之间的热耦合相互作用的工业成型过程。以统一的方式编写可变形体的控制方程式,该方程式同时适用于流体和固体。该公式的成功取决于使用有限演算方法获得的质量守恒方程的基于残差的表达式,该表达式为准/完全不可压缩的情况提供了必要的稳定性。有限元法通过混合公式,使用简单的元素对速度,压力和温度进行线性离散,从而简化了控制方程。该配方的优点在使用颗粒有限元方法的2D和3D热耦合成型工艺的解决方案中得到了证明。

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