BERKHOFF J C W. Computation of combined refraction diffraction [A]. Proc 13th International Conference on Coastal Engineering [C]. Vancouver: ASCE, 1972. 471～490.
[2]
COPELAND G J M. A practical alternative to the "mild-slope"wave equation [J]. Coastal Engineering, 1985, 9:125～ 149.
[3]
VAN DER VORST H A. BI-CGSTAB: a fast and smoothly converging variant of BI-CG for the solution of nonsymmetric lin ear system [J]. SIAM J Sci Stat Comput, 1992, 13(2) :631～644.
[4]
ZHENG Yong-hong. Efficient elliptic solver for the mild slope equation using BI-CGSTAB method[J]. China Ocean Engineering, 2000, 14(2): 175 ～ 184.
[5]
BEHRENDT L, JONSSON I G. The physical basis of mild-slope equation [A]. Proc 19th International Conference on Coastal Engineering [C]. Houston: ASCE, 1984. 941～954.
[6]
赵明,滕斌,金生缓坡方程的有限元解[J]大连理工大学学报,2000,40(1):117～119
[7]
ITO T, TANIMOTO K. A method of numerical analysis of wave propagation application to wave diffraction and refraction [A]. Proc 13th International Conference on Coastal Engineering [C]. Vancouver: ASCE, 1972. 503～522.
[8]
MADSEN P A, LARSEN J. An efficient finite difference approach to the mild-slope equation[J]. Coastal Engineering,1987, 11: 329～ 351.
[9]
BERKHOFF J C W, BOOJI N, RADDER A C. Verification of numerical wave propagation models for simple harmonic water waves [J]. Coastal Engineering, 1982, 6:255～279.
[10]
ZHAO Y, ANASTASIOU K. Modelling of wave propagation in the nearshore region using the mild-slope equation with GMRES-based iterative solvers [J ]. Int J Numer Methods Fluids, 1996, 23:397～411.
