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THE ERRORS ESTIMATION OF THE CHEBYSHEV SPECTRAL-DIFFERENCE METHOD FOR TWO-DIMENSIONAL VORTICITY EQUATION
引用本文:XIONG YUE-SHAN. THE ERRORS ESTIMATION OF THE CHEBYSHEV SPECTRAL-DIFFERENCE METHOD FOR TWO-DIMENSIONAL VORTICITY EQUATION[J]. 高校应用数学学报(英文版), 1994, 9(2): 153-167. DOI: 10.1007/BF02662069
作者姓名:XIONG YUE-SHAN
摘    要:
THE ERRORS ESTIMATION OF THE CHEBYSHEV SPECTRAL-DIFFERENCE METHOD FOR TWO-DIMENSIONAL VORTICITY EQUATIONTHEERRORSESTIMATIONOF...

关 键 词:THEERRORSESTIMATIONOFTHECHEBYSHEVSPECTRAL-DIFFERENCEMETHODFORTWO-DIMENSIONALVORTICITYEQUATIONandop(xl,xost)arethevorticityandstreamfunctionsrespectively,andv>0istheviscouscoefficient.Classicaldifferencemethodandfiniteelementmethodmaybeusedtosolve
收稿时间:1993-07-09

THE ERRORS ESTIMATION OF THE CHEBYSHEV SPECTRAL-DIFFERENCE METHOD FOR TWO-DIMENSIONAL VORTICITY EQUATION
XIONG YUE-SHAN. THE ERRORS ESTIMATION OF THE CHEBYSHEV SPECTRAL-DIFFERENCE METHOD FOR TWO-DIMENSIONAL VORTICITY EQUATION[J]. Applied Mathematics A Journal of Chinese Universities, 1994, 9(2): 153-167. DOI: 10.1007/BF02662069
Authors:XIONG YUE-SHAN
Affiliation:XIONG YUE-SHAN
Abstract:
We construct a Chebyshev spectral-difference scheme for solving two-dimen -sional vorticity equation with semi-homogeneous boundary conditions. We vigorously analyse the errors produced by initial errors and boundary value errors. The energy method is the main method used for errors estimation in this paper.
Keywords:Two-dimensional vorticity equation   Chebyshev spectral-difference scheme   error estimation.
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