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Analytical solutions for transverse distributions of stream-wise velocity in turbulent flow in rectangular channel with partial vegetation
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作者 槐文信 耿川 +1 位作者 曾玉红 杨中华 《Applied Mathematics and Mechanics(English Edition)》 SCIE EI 2011年第4期459-468,共10页
The theory of poroelasticity is introduced to study the hydraulic properties of the steady uniform turbulent flow in a partially vegetated rectangular channel. Plants are assumed as immovable media. The resistance cau... The theory of poroelasticity is introduced to study the hydraulic properties of the steady uniform turbulent flow in a partially vegetated rectangular channel. Plants are assumed as immovable media. The resistance caused by vegetation is expressed by the theory of poroelasticity. Considering the influence of a secondary flow, the momentum equation can be simplified. The momentum equation is nondimensionalized to obtain a smooth solution for the lateral distribution of the longitudinal velocity. To verify the model, an acoustic Doppler velocimeter (ADV) is used to measure the velocity field in a rectangular open channel partially with emergent artificial rigid vegetation. Comparisons between the measured data and the computed results show that the method can predict the transverse distributions of stream-wise velocities in turbulent flows in a rectangular channel with partial vegetation. 展开更多
关键词 theory of poroelasticity open channel flow VEGETATION secondary current depth-averaged velocity distribution
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