陆小刚, 陈材侃. 孤立波入射垂直壁的数值模拟及壁面波浪载荷分析[J]. 工程力学, 1992, 9(4): 113-122.
引用本文: 陆小刚, 陈材侃. 孤立波入射垂直壁的数值模拟及壁面波浪载荷分析[J]. 工程力学, 1992, 9(4): 113-122.
Lu Xiaogang, Chen Caikai. NUMERICAL SIMULATION OF RUN-UP OF A SOLITARY WAVE ON A VERTICAL WALL AND PRESSURE DISTRIBUTION ON THE WALL[J]. Engineering Mechanics, 1992, 9(4): 113-122.
Citation: Lu Xiaogang, Chen Caikai. NUMERICAL SIMULATION OF RUN-UP OF A SOLITARY WAVE ON A VERTICAL WALL AND PRESSURE DISTRIBUTION ON THE WALL[J]. Engineering Mechanics, 1992, 9(4): 113-122.

孤立波入射垂直壁的数值模拟及壁面波浪载荷分析

NUMERICAL SIMULATION OF RUN-UP OF A SOLITARY WAVE ON A VERTICAL WALL AND PRESSURE DISTRIBUTION ON THE WALL

  • 摘要: 本文对日本东京大学提出的网格标记法(TUMMAC)作了新的改进。推导出新的自由面边界格点的非规则量压力迭代格式;将流函数、压力和速度区别为规则星、非规则星和空格点,并分别悬旗;另外将程心—发展的—维Burgers方程的部分守恒格式推广于二维N-S方程。这些改进使得编程简便,计算精度提高。文中计算模拟了孤立波在浅水中传播并入射垂直壁的流场和壁面波浪载荷分布。另外还分析了水深变化和孤立波峰值变化对波形传播和壁面波浪载荷的影响。

     

    Abstract: Some new modifications are made to the TUMMAC method which is developed dy the University of Tokyo. A new iterative scheme for the pressure of irregular star in the free surface is developed. Flaggingsare made for stream function pressure and velocity according to regular star, irregular star and air cell. The partial conservative scheme of one-dimensional Burgers equation is extended to the two-dimensional N-S equation. A solitary wave run-up on a vertical wall is simulated and analysis to the pressure distribution on the wall is made.

     

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