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MELTING IN A RECTANGULAR CAVITY

机译:在矩形腔中融化

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The present study deals with a new numerical approach for solid-liquid phase-change modeling. The new model is based on the enthalpy method and takes into account natural convection in the melt which can be coupled to the solid bulk sinking motion by the force balance on the solid bulk. A basic configuration is investigated, namely a two-dimensional rectangular cavity with a constant wall temperature. The effect of rather low values of the Archimedes and Rayleigh numbers on the sinking motion of the solid bulk, the melting rate and melting patterns, is explored. It is found that the density difference, between the solid and liquid phases, for the studied case does not affect considerably the results. However, it is shown that by natural convection alone the solid sinking motion is established, the melting rate is enhanced and the melting patterns are completely different in comparison with the first studied case.
机译:本研究涉及一种用于固液相变模型的新数值方法。新模型基于焓法,并考虑了熔体中的自然对流,该对流可以通过对固体块的力平衡而耦合到固体块的下沉运动。研究了一种基本配置,即具有恒定壁温的二维矩形腔。探索了阿基米德和瑞利数的较低值对固体散装的下沉运动,熔化速率和熔化模式的影响。发现对于所研究的情况,固相和液相之间的密度差不会显着影响结果。但是,显示出仅通过自然对流就建立了固体下沉运动,与第一个研究案例相比,熔融速率提高并且熔融模式完全不同。

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