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A dual reciprocity method for phase change problems

机译:相变问题的双互惠方法

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This paper presents the Generalized Newmark Dual Reciprocity Boundary Element Method, GNDRM, for solving nonlinear transient field problems with phase change. GNDRM is a combination of the Generalized Newmark family of single step time marching schemes and the Dual Reciprocity Boundary Element Method. Iterations are performed at each time step using the Newton-Raphson method with line searches; Latent heat effects due to phase change are incorporated using a fixed-grid apparent heat capacity method. The DRM is performed with a linear radial basis and augmented thin plate spline expansions with the results compared with an accurate finite element solution.
机译:本文介绍了广义纽马克双互惠边界元法,GNDRM,用于解决相变的非线性瞬态场问题。 GNDRM是单步时间行进方案的广义纽马克系列的组合和双互惠边界元方法。使用具有线搜索的牛顿Raphson方法在每次步骤执行迭代;使用固定网格表观热容量方法并入引起相变导致的潜热效应。通过线性径向基础和增强薄板花键膨胀的DRM与结果相比,与准确的有限元溶液相比。

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