A Study on the Extension of Mild Slope Equation

완경사 방정식의 확장에 관한 연구

  • Chun, Je-Ho (Department of Ocean Engineering, Graduate School of Donga University) ;
  • Kim, Jae-Joong (Department of Civil and Ocean Engineering, Donga University)
  • 천제호 (동아대학교 대학원 해양공학과) ;
  • 김재중 (동아대학교 토목.해양공학부)
  • Published : 2003.05.23

Abstract

In this study, Mild slope equation is extended to both of rapidly varying topography and nonlinear waves in a Hamiltonian formulation. It is shown that its linearzed form is the same as the modified mild-slope equation proposed by Kirby and Misra(1998) And assuming that the bottom slopes are very slowly, it is the equivalent with nonlinear mild-slope equation proposed by Isobe(]994) for the monochromatic wave. Using finite-difference method, it is solved numerically and verified, comparing with the results of some hydraulic experiments. A good agreement between them is shown.

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