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A Weakly Coupled Fluid Solid Interaction Approach for Hydrostatic Pressure Build-Up in Metal Processing

机译:金属加工中静压压力堆积弱耦合的流体固体相互作用方法

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This paper presents a new modelling approach for liquid lubricant behavior in metal forming operations by focusing on the hydrodynamic pressure build-up in micro pockets. Theoretical and numerical fundamentals of the proposed approach are introduced, and upsetting of an aluminum cylinder with an artificial lubricant pocket is presented as a validation case. The proposed numerical framework splits the fluid-solid interaction model into a computational fluid dynamics and solid mechanics part. While the solid mechanics part employs the Lagrangian finite element flow formulation for plastic deformation, the fluid dynamics part is built upon the set of Navier-Stokes equations applying an Eulerian finite element method in combination with an Arbitrary Langagian Eulerian formalism. The latter enables the displacement based coupling from the solid to the fluid. The fluid-to-solid coupling is pressure based and enabled by the finite element flow formulation’s inherent velocity-pressure characteristics. The weak coupling avoids ill-conditioning of the system matrix and makes it possible to benefit from both Lagrangian and Eulerian meshes.
机译:本文通过专注于微口袋中的水动力压力堆积,介绍了金属成形操作中液体润滑剂行为的新建模方法。介绍了所提出的方法的理论和数值基础,并将铝筒镦锻,用人造润滑剂袋作为验证情况。所提出的数值框架将流体固体相互作用模型分成计算流体动力学和固体力学部件。虽然固体力学部件采用Lagrangian有限元流制剂的塑性变形,但流体动力部分建立在施加欧拉·有限元方法的纽维尔 - 斯托克斯方程组上,与任意兰花欧拉形式主义组合。后者使得基于基于固体的耦合能够与流体的耦合。流体 - 固体耦合是基于压力的,并且通过有限元流制剂的固有速度压力特性实现。弱耦合避免了系统矩阵的不良状态,并且可以从拉格朗日和欧拉网格中受益。

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