Numerical simulation of tsunami propagation with corrected dispersion effects in ocean

  • Park, Kang-Wook
  • Ha, Taemin
  • Moon, Young-Il
  • Cho, Yong-Sik
Citations

SCOPUS

0

초록

A numerical modeling of transoceanic tsunamis has been conducted by solving the linear shallow-water equations with the leap-frog scheme in a staggered grid system. When a tsunami propagates a long distance, the frequency dispersion effects play an important role and should be considered in numerical simulation. Recently, Cho et al. (2007) have developed a practical dispersion-correction scheme to consider the frequency dispersion by using the numerical dispersion. The model has been verified by comparing numerical results with available analytical solution and field survey data. In this study, in order to reproduce dispersion effects on the actual terrain, propagation of the 2011 East Japan Tsunami is simulated in the Pacific Ocean. Numerical results such as, the arrival time and the leading wave crest elevation at tidal stations are compared with available observed data.

키워드

Dispersion effectsFinite difference methodLinear shallow-water equationsTsunamiArrival timeDispersion effectField surveysFrequency dispersionFrequency dispersion effectNumerical dispersionsNumerical resultsObserved dataPacific oceanShallow water equationsStaggered gridWave crestCrack propagationDispersion (waves)Equations of motionFinite difference methodTsunamisComputer simulation
제목
Numerical simulation of tsunami propagation with corrected dispersion effects in ocean
저자
Park, Kang-WookHa, TaeminMoon, Young-IlCho, Yong-Sik
발행일
2012-06
유형
Conference Paper
저널명
Proceedings of the International Offshore and Polar Engineering Conference
페이지
153 ~ 157