AbstractMultigrid method is used to accelerate the convergence of the numerical solution of the set of partial differential equations for generating the Body‐Fitted Co‐ordinate system (BFC) for both simply and doubly connected domain problems. The multigrid method is based on the full approximation scheme with bilinear interpolation as prolongation operator. The other components of the multigrid method such as the relaxation method, restriction operator, number of relaxation sweeps per cycle and direction of relaxation sweeps are varied with a view to obtaining the general principle in implementing an efficient multigrid algorithm for the generation of the B
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机译:摘要 采用多重网格方法加速偏微分方程组数值解的收敛,为简单域和双连域问题生成体拟合坐标系(BFC)。多网格方法基于全逼近方案,以双线性插值作为延长算子。多重网格方法的其他组成部分,如松弛方法、限制算子、每个周期的松弛扫描次数和松弛扫描的方向,都进行了变化,以获得实现高效多网格算法以生成 B 的一般原理
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