CHINESE JOURNAL OF COMPUTATIONAL PHYSICS ›› 1997, Vol. 14 ›› Issue (S1): 597-599.

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MONTE-CARLO STOCHASTIC METHOD AND INTEGRAL INTERPO-LATION METHOD FOR SOLVING GROUNDWATER FLOW PROBLEMS

Cui Xiu, Wu Fei   

  1. Geological University of China, Beijing 100083
  • Received:1997-02-28 Revised:1997-05-09 Online:1997-12-25 Published:1997-12-25

Abstract: The integral interpolation method and Monte-Carlo stochastic method are adopted to study groundwater flow problems theoretically, and the Monte-Carlo Stochastic Difference Method (M.C.S.D.M.) is also developed.The calculating patterns and treatments of boundary conditions for the two kinds of methods are deduced and analyzed; For a two-dimension confined stable groundwater flow mathematical model.We compared its analytical solutions with the results of M.C.S.D.M.They concide very well.

Key words: Integral interpolation method, Monte-Carlo stochastic method

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