经典三阶驻波、短峰波的有效匹配解

Effective matching solutions for classical third-order standing and short-crested waves

发现经典非线性三阶驻波、短峰波解并不满足其所必须的波幅方程,这势必要影响与这些经典理论密切相关的现代短峰波理论的发展.基于此,提出了一套消除这种解与方程不相匹配的理论判据,从而可充分保证最终所得之解的内在和谐性和正确性.

It is found that the solutions for the classical third-order standing and short-crested waves cannot satisfy the required amplitude equations,exerting a direct influence on the modern shore-crested wave theories which are related closely with the classical theories.For this reason,a set of theoretical criteria are put forward to eliminate the incompatibility between the solutions and the equations,fully ensuring the inherent harmony and correctness of the finally obtained solutions.