한국수자원학회논문집 (Journal of Korea Water Resources Association)

  • 제30권5호
  • /
  • Pages.487-493
  • /
  • 1997
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  • 2799-8746(pISSN)
  • /
  • 2799-8754(eISSN)
한국수자원학회 (Korea Water Resources Association)
권호 표지

단일파의 최대 처오름높이

Maximum Run-Up Height of Single Waves

  • 조용식 (세종대학교 토목공학과 및 수운산업연구소 연구위원) ;
  • 이봉희 (건설교통부 경인운하과 서기관)
  • 발행 : 1997.10.01
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⟨ 이전 논문 다음 논문 ⟩

초록

본 논문에서는 단일파의 최대 처오름높이에 관하여 연구하였다. 경계요소법을 이용한 수치모형으로 고립파와 N-파의 처오름높이를 계산하였으며, 수치모형에서는 바닥마찰저항 효과를 고려하였다. 계산된 최대 처오름높이는 기존의 수리모형실험 관측자료, 다른 수치모형 및 근사 해석에 의한 결과와 비교하였으며, 경계요소법에 의해 계산된 처오름높이는 다른 결과들과 매우 잘 일치한다.

The maximum run-up heights of single waves are investigated in this study. A boundary intergral equation model is used to calculate the maximum urn-up heights of both solitary and N-waves. The effect of the bottom friction is considered in the model through a boundary layer theory. The calculated run-up heights are compared with available laboratory measurements, and other numerical and approximate analytical solutions. They are in good agreement.

키워드

참고문헌

  1. 한국수자원학회지 v.28 no.6 급경사에서 고립파의 처오름과 진행과정 조용식
  2. Journal of Fluid Mechanics v.17 Water waves of finite amplitude Carrier,G.F.;Greenspan,H.P.
  3. Technical Memorandum 33 Laboratory investigation of the vertical rise of solitary waves on impermeable slopes Hall,J.V.;Watts,J.W.
  4. Coastal Engineering v.7 Boundary integral equation solutions for solitary wave generation. propagation and runup Kim,S.K.;Liu,P.L.F.;Liggett,J.A.
  5. Journal of Waterway, Port, Coastal and Ocean Engineering v.120 no.6 Integral equation model for wave propagation with bottom frictions Liu,P.L.F.;Cho,Y.S.
  6. Journal of Fluid Mechanics v.135 Run-up of solitary waves Pedersen,G.;Gjevik,B.
  7. Journal of Fluid Mechanics v.185 The runup of solitary waves Synolakis,C.E.
  8. Natural Hazards v.4 Tsunami runup on steep slopes: How good linear theory really is Synolakis,C.E.
  9. Proceedings of Royal Society, London, Series A v.445 The run-up of N-waves on sloping beaches Tadepalli,S.;Synolakis,C.E.
  10. Physical Review Letters v.77 Model for the leading waves of tsunamis Tadepalli,S.;Synolakis,C.E.
  11. Linear and nonlinear waves Whitham,G.B.
  12. Coastal Engineering v.15 The run-up of nonbreaking and breaking solitary waves Zelt,J.A.