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3D mathematical model for suspended load transport by turbulent flows and its applications 被引量:12
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作者 LU Yongjun1,DOU Guoren1,HAN Longxi2,SHAO Xuejun3 & YANG Xianghua1,3 1.nanjing Hydraulic Research Institute,nanjing 210029,china 2.college of environmental engineering of hohai university,nanjing 210098,china 3.Department of Hydraulic engineering,Tsinghua university,Beijing 100084,china 《Science China(Technological Sciences)》 SCIE EI CAS 2004年第2期237-256,共20页
This paper presents a 3D mathematical model for suspended load transport in turbulent flows. Based on Dous stochastic theory of turbulent flow, numerical schemes of Reynolds stresses for anisotropic turbulent flows we... This paper presents a 3D mathematical model for suspended load transport in turbulent flows. Based on Dous stochastic theory of turbulent flow, numerical schemes of Reynolds stresses for anisotropic turbulent flows were obtained. A refined wall function was employed to treat solid wall boundaries. The equations for 2D suspended load motion and sorting of bed material have been expanded into 3D cases. Numerical results are validated by the measured data of the Gezhouba Project, and proved to be in good agreement with the experimental. The present method has been employed to simulate sediment erosion and deposition in the dam area of Three Gorges Project, and for the operation of the project, siltation process and deposition pattern in the near-dam area of the reservoir, size distribution of the deposits and bed material, and flow fields and sediment concentration fields at different time and elevations are predicted. The predicted results are close to the experimental observations in physical model studies. Thus, a new method is established for 3D simulation of sediment motion in dam areas of multi-purpose water projects. 展开更多
关键词 TURBULENT flows Dou's stochastic theory NONUNIFORM suspended load RIVERBED EROSION and deposition 3D MATHEMATICAL model Three Gorges Project.
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