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NONLINEAR WATER WAVE PROPAGATING OVER UNEVEN BOTTOMS
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作者 黄虎 周锡 《Transactions of Tianjin University》 EI CAS 1999年第1期21-24,共4页
Various types of wave group solutions of the weakly nonlinear waves may exist over uneven bottoms. In this paper, the variation of the zeroes of the dispersive and nonlinear terms,and the wave group solution in the th... Various types of wave group solutions of the weakly nonlinear waves may exist over uneven bottoms. In this paper, the variation of the zeroes of the dispersive and nonlinear terms,and the wave group solution in the third-order evolution equations are described for the case of mild and locally fastvarying water depths. 展开更多
关键词 weakly nonlineal water waves wave group solution Schrodinger equation
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