首页> 外文会议>The Third International Conference on Mechanical Engineering and Mechanics(第三届国际机械工程与力学会议)论文集 >Thermal Mechanical Analysis by Using Rigid Visco Plastic Meshless Galerkin Method Based on Delaunay Grid Integration for Metal for Ming Process
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Thermal Mechanical Analysis by Using Rigid Visco Plastic Meshless Galerkin Method Based on Delaunay Grid Integration for Metal for Ming Process

机译:基于Delaunay网格积分的金属硬粘塑料无网格Galerkin法热分析。

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The consideration of the temperature effects on the material properties is of great importance for deformation processes in the warm and hot forming regime.A rigid visco-plastic meshless Galerkin method based on Delaunay grid integration is developed.The stiffness equations and solution formulas for thermal mechanical analysis are derived.The transformation method is adopted to impose essential boundary condition.The fixed cell quadrature method,which is independents of the integration domain,often cause a deterioration in accuracy for metal forming process analysis with curved and angled boundaries for integration accuracy recision loss.The Delaunay grid is used during computing the stiffness matrix and force vector.An isothermal plane strain forging process and a non-isothermal forward extrusion process are analyzed.In comparison with the results obtained by using software Deform-2D,the effectiveness of the method developed in this paper is demonstrated.
机译:考虑温度对材料性能的影响对于热和热成形过程中的变形过程具有重要意义。基于Delaunay网格积分的刚性粘塑性无网格Galerkin方法被开发出来。采用转换方法来施加基本边界条件。与积分域无关的固定单元正交方法通常会导致弯曲和倾斜边界的金属成型工艺分析的精度降低,从而降低了积分精度。在计算刚度矩阵和力矢量时使用Delaunay网格。分析了等温平面应变锻造过程和非等温正向挤压过程。与使用Deform-2D软件获得的结果进行比较,该方法的有效性本文开发的演示。

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