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Skin-depth meshing in a two phase fluid model of a cold crucible melting process
Posted 14 gen 2014, 19:11 GMT-5 Low-Frequency Electromagnetics, Fluid & Heat, Computational Fluid Dynamics (CFD), Mesh, Modeling Tools & Definitions, Parameters, Variables, & Functions 3 Replies
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Dear Collegues,
I'm actually working on a model of a semi-levitating cold crucible melting process. I want to predict the deformation of a metalic mass due to the interaction of EM, hydrodynamic and gravitationnal forces. I assume that the mass inside the crucible is completly melted, so my model comprises only the CFD and EM part.
To deal with mass deformation, I tried first the ALE method. But since the mass can touch the crucible walls, the ALE method is not suitable for me because it cannot handle topological changes.
The best alternative I found, and that actually works well is the Two phase Phase field model. By setting the rigth boundaries and model parameters, I can achieve really good results. The problem is that I'm working at a frequency of 160kHz and the skin depth is very thin at this frequency. Since the mesh resolution is very important in the skin depth, I had to mesh the air + mass region with elements smaller then the skin depth. The simulations takes days but gives good resultats.
I'm trying to find a way to make a dense mesh only at the interface along the skin depth and make it follow the interface displacement, by some kind of remeshing or mesh adaptation trick. This way I can make the simulation faster.
Thank you very much !
I'm actually working on a model of a semi-levitating cold crucible melting process. I want to predict the deformation of a metalic mass due to the interaction of EM, hydrodynamic and gravitationnal forces. I assume that the mass inside the crucible is completly melted, so my model comprises only the CFD and EM part.
To deal with mass deformation, I tried first the ALE method. But since the mass can touch the crucible walls, the ALE method is not suitable for me because it cannot handle topological changes.
The best alternative I found, and that actually works well is the Two phase Phase field model. By setting the rigth boundaries and model parameters, I can achieve really good results. The problem is that I'm working at a frequency of 160kHz and the skin depth is very thin at this frequency. Since the mesh resolution is very important in the skin depth, I had to mesh the air + mass region with elements smaller then the skin depth. The simulations takes days but gives good resultats.
I'm trying to find a way to make a dense mesh only at the interface along the skin depth and make it follow the interface displacement, by some kind of remeshing or mesh adaptation trick. This way I can make the simulation faster.
Thank you very much !
3 Replies Last Post 15 set 2014, 05:39 GMT-4