CHINESE JOURNAL OF COMPUTATIONAL PHYSICS ›› 1992, Vol. 9 ›› Issue (4): 461-463.
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Huang Wei-zhang, Zhang Suo-Chun
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Abstract: In this paper, we are devoted to a study of the effect of the treatment of Neumann boundary conditions for one-dimensional advection-diffusion equation by the analysis method, and for tow-dimensional Poisson equation by the numerical test method. The reults show that the scheme is first-order accurate in space (i.e. O(h)can be derived first-order accurate difference solution or second-order solution, and the O(h2) or O(h3) scheme is only derived second-order solution.
Key words: Neumann Boundary, Difference Solution, Accuracy
Huang Wei-zhang, Zhang Suo-Chun. THE EFFECT OF TREATMENT OF NEUMANN BOUNDARY CONEITI ONS ON THE ACCURACY OF FINITE DIFFERENCE SOLUTIONS[J]. CHINESE JOURNAL OF COMPUTATIONAL PHYSICS, 1992, 9(4): 461-463.
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http://www.cjcp.org.cn/EN/Y1992/V9/I4/461