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On the interplay between the solid deformation and fluid flow during the solidification of a metallic alloy

机译:关于金属合金凝固过程中固体变形与流体流动之间的相互作用

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During solidification in casting processes, metallic alloys undergo a continuous transition from liquid to solid by passing a semi-solid or mushy state. In this contribution, we present a continuum-mechanical model describing the deformation and solidification using the thermodynamically consistent theory of porous media (TPM). The model is based on two constituents, namely an elasto-viscoplastic solid skeleton and a viscous pore fluid. The balance equations are formulated on the macroscale and the exchange of mass, species, momentum and energy between the constituents is expressed. Between both constituents a local thermal equilibrium is assumed. The initial boundary value problem is solved by a numerical solution scheme based on mixed Galerkin finite elements. The velocity of the solid skeleton, the pressure of the pore fluid, the common temperature and the chemical compositions are taken as the primary unknown field variables. (C) 2007 Elsevier B.V. All rights reserved.
机译:在铸造过程中的凝固过程中,金属合金通过半固态或糊状状态,经历了从液态到固态的连续转变。在此贡献中,我们提出了一种使用多孔介质的热力学一致性理论描述变形和凝固的连续力学模型。该模型基于两个成分,即弹黏塑性固体骨架和粘性孔隙流体。平衡方程是在宏观尺度上制定的,并表示了各组成部分之间质量,物种,动量和能量的交换。在这两种成分之间假定存在局部热平衡。初始边值问题是通过基于混合Galerkin有限元的数值求解方案解决的。固体骨架的速度,孔隙流体的压力,共同温度和化学成分被视为主要的未知场变量。 (C)2007 Elsevier B.V.保留所有权利。

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