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Solution of three-dimensional temperature and turbulent velocity field in continuously cast steel billets with electromagnetic stirring by a meshless method

机译:用无网丝法搅拌连续铸钢坯料三维温度和湍流速度场的解

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This paper demonstrates the development of meshless Local Radial Basis Function Collocation Method (LRBFCM) for solution of three dimensional (3D) turbulent molten steel flow and solidification under the influence of electromagnetic stirring (EMS) and its application to continuous casting process of steel billets. A mixture continuum approach is used to formulate the coupled set of macroscopic equations for mass, momentum, energy, turbulent kinetic energy, and dissipation rate in Cartesian coordinates. The mushy zone is treated as a Darcy porous media. The explicit Chorin fractional step method is used to resolve the pressure-velocity coupling. The LRBFCM uses explicit time discretization and spatial discretization with shape-adaptive multiquadrics radial basis functions collocation on non-uniform seven-noded influence domains, and displacement-adaptive upwind scheme. The Lorentz force due to EMS is provided by a one-way coupling by Elmer software. The advantages of the mesh less method are trivial adaptation of the nodal densities, simple upgrade to 3D from previous two-dimensional models, and high accuracy. A study on the influence of changing the EMS parameters on the calculated temperature and velocity fields is performed. The paper confirms the ability of LRBFCM meshless solution of a realistic 3D multiphysics industrial problem with complicated swirling flow pattern.
机译:本文展示了无比局部径向基函数搭配方法(LRBFCM)的开发,用于三维(3D)湍流钢流量和电磁搅拌(EMS)的影响下的凝固及其在钢坯连铸过程中的应用。连续函数的混合物用于配制笛卡尔坐标中的质量,动量,能量,湍流动能和耗散率的耦合的宏观方程。糊状区被视为达西多孔介质。显式的Chorin分数步骤方法用于解决压力速度耦合。 LRBFCM使用具有形状自适应多序列的径向基函数搭配在非均匀七点的影响域和位移 - 自适应Upwind方案上的显式时间离散化和空间离散化。由EMS引起的洛伦兹力由ELMER软件单向耦合提供。网格的优点是方法是节点密度的琐碎,简单地从先前的二维模型升级到3D,以及高精度。执行对改变EMS参数对计算温度和速度场的影响的研究。本文证实了利用复杂旋流模式的现实3D多发性产业问题的LRBFCM无丝石解决方案的能力。

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