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首页> 外文期刊>Frontiers in Heat and Mass Transfer >A XFEM Lagrange Multiplier Technique for Stefan Problems
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A XFEM Lagrange Multiplier Technique for Stefan Problems

机译:XFEM拉格朗日乘数技术解决Stefan问题

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The two dimensional phase change problem was solved using the extended finite element method with a Lagrange formulation to apply the interface boundary condition. The Lagrange multiplier space is identical to the solution space and does not require stabilization. The solid-liquid interface velocity is determined by the jump in heat flux across the interface. Two methods to calculate the jump are used and compared. The first is based on an averaged temperature gradient near the interface. The second uses the Lagrange multiplier values to evaluate the jump. The Lagrange multiplier based approach was shown to be more robust and precise.
机译:使用扩展有限元方法和Lagrange公式应用界面边界条件,解决了二维相变问题。拉格朗日乘数空间与解空间相同,并且不需要稳定。固液界面速度取决于界面上的热通量跃迁。使用和比较了两种计算跳跃的方法。第一种是基于界面附近的平均温度梯度。第二种方法使用拉格朗日乘数来评估跳跃。基于拉格朗日乘数的方法显示出更鲁棒和精确。

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