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- W2186183003 abstract "The authors have developed semianalytical equations of local boundary shear stress in straight open channels with rectangular, trapezoidal, and compound cross sections. The most important contribution is that these equations include the influence of secondary currents. The distribution of local boundary shear stress is indeed influenced by the existence of secondary currents, but previous investigations Yang and Lim 1998; Lim and Yang 2005 excluded the influence of secondary currents in their models, as the effect of secondary currents is very difficult to estimate. The authors’ attempt to link the effects of a channel’s geometry and secondary currents with the boundary shear stress is of not only scientific but also practical interest. Therefore, it would be useful to discuss: 1. How the secondary currents affect the boundary shear stress and whether the proposed model captures these features; 2. The validity of assumptions used in the model and the agreement of these assumptions with experimental data; and 3. Whether the model’s predictions are reasonable." @default.
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- W2186183003 date "2010-01-01" @default.
- W2186183003 modified "2023-09-27" @default.
- W2186183003 title "Discussion of Semianalytical Model for Shear Stress Distribution in Simple and Compound Open Channels by A. R." @default.
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