• Title/Summary/Keyword: irregular wave$k-\varepsilon$ equations

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Transformation of Irregular Waves Propagating through Slit Caisson (슬릿 케이슨을 통과하는 불규칙파의 변형)

  • Min, Hyun-Seong;Cho, Yong-Sik
    • 한국방재학회:학술대회논문집
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    • 2007.02a
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    • pp.159-162
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    • 2007
  • The numerical efforts are presented for investigation of irregular waves passing a slit cassion and a warock block breakwater. In the numerical model, the Reynolds equations are solved by a finite difference method and $k-\varepsilon$ model is employed for the turbulence analysis. To track the free surface displacement, the volume of fluid method(VOF) is employed. Numerical predictions of reflection and transmission coefficients are compared with those of the warock block breakwater with the slit caisson. Energy dissipation and seawater exchange rates of the slit caisson are better than those of the warock block breakwater.

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Analysis of Wave Pressure of Irregular Waves in front of a Breakwater (방파제 전면부에서의 불규칙파의 파압해석)

  • Woo Jong Hyub;Cho Yong-Sik
    • Proceedings of the Korea Water Resources Association Conference
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    • 2005.05b
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    • pp.1073-1077
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    • 2005
  • In this study, wave pressure is calculated by using irregular waves in front of a breakwater. In the numerical model, the Reynolds equations are solved by a finite difference method and $k-{\varepsilon}$ model is employed for the turbulence analysis. To track the free surface displacement, the volume of fluid method is employed. The results of two cases present that wave pressure change due to irregular wave similar to wave height of irregular wave. It is observed that wave pressure of Case 2 more bigger than wave pressure of Case 1 at the same position.

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Transformation of Irregular Waves due to Rectangular Submerged Non-porous Breakwaters (사각형형상 불투과성 수증방파제에 의한 불규칙파의 변형)

  • Hwang, Jong-Kil;Lee, Seung-Hyeob;Cho, Yong-Sik
    • Journal of Korea Water Resources Association
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    • v.37 no.11
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    • pp.949-958
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    • 2004
  • A combined experimental and numerical effort is presented for investigation of reflection of irregular waves due to rectangular submerged breakwaters. In the numerical model, the Reynolds equations are solved by a finite difference method and k-$\varepsilon$ model is employed for the turbulence analysis. To track the free surface displacement, the volume of fluid method is employed. Numerical predictions of transmission and reflection coefficients are verified by comparing to laboratory measurements. Very reasonable agreements are observed. The reflection coefficients become stronger in proportion to numbers of submerged breakwaters.