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强烈推荐!中国海洋大学考研参考手册【20110331更新】专业课书籍低价促销海大人论坛考研交流QQ群
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王辉

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发表于 2007-10-10 13:01:43 | 显示全部楼层 |阅读模式
王辉: 1993年于青岛海洋大学应用数学系取得硕士学位,导师张炳根教授,论文是中立型差分方程的稳定性和振动性。1999年于青岛海洋大学物理海洋所取得环境海洋工科博士学位,导师孙文心教授,论文是黄海海洋锋的数值研究。博士毕业留在海洋系任教,教授海洋学,2000年底去英国进修,主要研究声波传播的数学模型,2004年取得理科博士学位后回国,现在海洋系任教。主要发表论文如下:' q5 j8 D( ?& `( P F
l: I# ]. c$ ^* v" z2 ^+ @+ c0 V; i Harris P.J., Wang H., Chakrabarti R. and Henwood D.0 n0 w" b0 y* s2 p: W ‘Stability analysis of the collocation method for retarded potential integral equation’, Journal of Computational Acoustics ,Vol. 13, No. 2, p287-2992005.
l6 I0 ^3 t. x: Q0 G- u0 l! t Harris P.J., Wang H., Chakrabarti R. and Henwood D. - }; x: F- \& j I! y+ ~+ E4 A$ d‘A method for modelling nonharmonic periodic acoustic radiation from a loudspeaker’, Integral Methods in Science and Engineering: Analytic and Numerical Techniques, p73-78, 2004.
l; z2 {0 R3 Z, @1 G( W8 G Wang H., Harris P.J., Chakrabarti R. and Henwood D.# k6 \( _ o& i9 z- s4 F5 P ‘Modelling transient acoustic radiation using the retarded potential integral equation method’, Proceedings of the 4th UK Conference on Boundary Integral Methods, p57-66, 2003.
l9 ]) F) Z1 `& ^2 w' s5 ^ 王辉, 孙文心. 9 A! [, d8 Y2 \! }- [- N2 _‘自适应网格应用于黄海潮流模拟’, 青岛海洋大学学报, V.29, N.4, p556-562, 1999.
l( B0 d; t6 G/ x/ v4 \ Sun W.X., Wang H and Liu G.M. 1 q5 v" L6 T+ k6 _6 \: B1 G9 M‘Circulation and front induced by tide in the Yellow Sea, Biogeochemicalprocesses in the Bohai and Yellow Sea, p163-197, 1999, Dongjin Publication Association, Seoul.
l( A! `2 M. {& N( c- N: C Liu S.T. and Wang H. ‘Necessary and sufficient conditions for oscillations of a class of delay partial difference equations’, Dynamic Systems and Applications, V.7, N.4, p495-500, 1998.
l0 B8 a0 ?; F0 x* P: I Zhang B.G. and Wang H. ‘The existence of non-oscillatory and oscillatory solutions of neutral difference equations’, Dynamic Systems and Applications, V.6, p411-428, 1997.
l " d) q J6 J, p% QZhang B.G. and Wang H. ‘The existence of oscillatory and non-oscillatory solutions of neutral difference equations’, Chinese Journal of Mathematics, V.24, N.4, p377-393, 1996
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