摘要
研究了一种有效的多孔介质渗流模型的数值解法。针对不可压缩单项流体渗流问题,用块中心差分法对其模型方程进行了离散。对边界条件进行处理以后,用多重网格方法对离散后的模型进行了求解。数值模拟结果表明,该方法能提高计算效率,收敛性不受网格尺度影响。
A numerical method of porous media seepage model is studied.For the problem of incompressible single fluid seepage,the block center difference method is used to discrete the model equations.After the boundary conditions are treated,the discrete model is solved by multi-grid algorithm.The numerical simulation results show that this method can improve the computational efficiency and the convergence is not affected by the grid scale.
作者
向远强
李毓静
文学春
XIANG Yuanqiang;LI Yujing;WEN Xuechun(School of Mathematical Sciences,Guizhou Normal University,Guiyang 550025,China)
出处
《新乡学院学报》
2023年第3期7-13,共7页
Journal of Xinxiang University
关键词
多孔介质渗流模型
块中心差分
多重网格方法
数值模拟
porous media seepage model
block-center finite difference
multi-grid algorithm
numerical simulation