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立面二维水流数学模型

A Mathematical Model for Vertical Two Dimensional Flows
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摘要 采用修正K—ε模型封闭Reynolds方程作为紊流控制方程,引入通度概念处理曲面不规则边界,用VOF法追踪自由表面,对闸孔出流和溢流坝过坝水流及水跃等一类复杂流速场进行数值模拟。计算结果表明,所建数学模型能够较好地模拟此类水流现象。 To solve the problems with irregular boundaries and free surfaces in predicting anisotropic turbulent flow, a modified K—ε turbulence model is derived, and the governing equations of turbulent flow over irregular boundary are developed by analyzing the solid-liquid two-phase theoretical flow model. And furthermore a partial-cell parameter is introduced to treat irregular boundary, which allows curved boundaries and internal obstacles or islands. For free surfaces, a simple but powerful method is described, based on the concept of a fractional volume of fluid (VOF). This method is efficient to track complicated free surfaces. The program and the computer code established can simulate highly-turbulent flow well.
出处 《华北水利水电学院学报》 1998年第3期20-23,共4页 North China Institute of Water Conservancy and Hydroelectric Power
关键词 水跃 紊流 数值模拟 Jump Turbulence Numerical modelling
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  • 1马福喜,博士学位论文,1992年
  • 2张长高,河海大学学报,1989年,17卷,5期,1页
  • 3马吉明,博士学位论文,1988年
  • 4张长高.恒定均匀紊流脉动切应力的假设及应用举例[J]华东水利学院学报,1985(03).
  • 5张长高.恒定均匀紊流探讨[J]华东水利学院学报,1985(01).

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