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V形墩消力池消能影响因素及消能特性研究
Influencing Factors and Energy Dissipation Characteristics of V-Shaped Pier Stilling Basin
针对消力池消能不充分、流态紊乱等问题,提出一种V形墩新型辅助消能工增加消能率η,并引入水跃位置前移率P作为评价指标用以量化V形墩对水跃位置的调控效果。通过模型试验与数值模拟相结合的方法分析弗劳德数Fr、夹角θ、排间距γ、首排墩位置Γ、墩高比ξ、收缩比β等因素对η和P的影响。结果表明:Fr对η影响最显著,最优方案下η为95.58%;Γ及ξ对P影响最显著,最优方案下P为49.42%。V形墩通过增强紊动与漩涡耗能,跃前断面最大流速下降幅度达39.4%,有效抑制大尺度涡旋发展。V形墩消力池较传统消力池流态更平稳,能量耗散更充分。研究成果可为类似工程消能工设计提供理论依据。
[Objective] This study aims to solve the problem of insufficient energy dissipation and flow disorder in stilling basins with low Froude number. The V-shaped pier is proposed, and the forward displacement rate of hydraulic jump position P is introduced as an evaluation indicator to quantify the effect of hydraulic jump regulation. The main purpose is to systematically examine the effects of Froude number Fr, V-shaped pier angle θ, row spacing γ, first row pier position Γ, pier height ratio ξ, and contraction ratio β on energy dissipation rate η and P, to reveal the corresponding energy dissipation mechanisms and provide optimal design parameters for practical engineering applications. [Methods] Physical model tests and numerical simulation were adopted to analyze flow field structure, turbulent kinetic energy dissipation rate, and turbulent scale. The physical model consists an upstream water tank, a test section, a triangular water weir, and a backwater system. The experimental design based on L18 (37) orthogonal table was used to evaluate the effects of six factors at three levels on η and P. At the same time, a three-dimensional numerical model using the RNG k-ε turbulence model was established to simulate both the optimal V-shaped pier condition and the non-pier condition. [Results] The orthogonal test results showed that Fr had the most significant effect on the energy dissipation rate η, and η increased notably with the increase of Fr (2.77-4.91). Under the optimal scheme, the energy dissipation rate η reached 95.58%. For the forward displacement rate P of the hydraulic jump position, the first row pier position Γ and the pier height ratio ξ demonstrated the greatest effects, and P reached 49.42% under the optimal scheme. The variance analysis verified the significance of each factor and determined the globally optimal parameter combination at Fr=4.91. Numerical simulations indicated that compared with the non-pier condition, the V-shaped pier layout reduced the maximum velocity of the pre-jump section by 39.4%, significantly shortening the flow field homogenization distance. The peak turbulent kinetic energy dissipation rate ε near the first row of piers was 14.52% higher than that in the non-pier case, indicating enhanced energy dissipation through strong shear and vortex action. The turbulence length scale LT near the pier decreased to about 0.02 m, effectively suppressing the development of large-scale vortices. Downstream of the second row of piers, the LT was homogenized to about 0.10 m, and the vortex scale at the apron was reduced by 81.25% to 0.03 m, reflecting a multi-stage vortex synergy energy dissipation mechanism. [Conclusion] The V-shaped pier proves to be an efficient auxiliary energy dissipator for stilling basins with low Froude numbers. The optimal parameter combination was determined as θ=90°, γ=0.2L, Γ=0.2L, ξ=0.66, β=0.26, which achieved an η of 95.58% and P of 49.42%. Overall, the V-shaped pier fundamentally optimizes the flow field, significantly improves the flow stability and energy dissipation efficiency, and reduces the downstream scour risk through mechanisms of diversion, impingement, shear, and multi-stage vortex dissipation. Future studies should focus on establishing the optimal parameter combination relationships in a wider range of Froude numbers.
V形墩消力池 / 弗劳德数 / 消能影响因素 / 消能特性 / 紊动能耗散率 / 湍流耗散涡
V-shaped pier stilling basin / Froude number / influencing factors of energy dissipation / energy dissipation characteristics / turbulent kinetic energy dissipation rate / turbulent dissipation vortex
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The spillway dam of Baishui Project is a middle head discharge structure, with energy dissipation by hydraulic jump. Due to the influence of the downstream topography and construction layout, the length of the dissipating pool is limited, and the traditional dissipating pool cannot achieve the ideal energy dissipation effect. In this paper, the hydraulic model test is used to compare the original design scheme with two optimization schemes of the drop sill + traditional T-type baffle, the drop sill + modified T-type baffle. The flow velocity distribution in the stilling basin, outflow velocity of stilling basin, and energy dissipation efficiency are analyzed. The results show that in the mid-high-head, high-flow underflow stilling basin, the combined energy dissipator of the the drop sill + modified T-type baffle effectively reduces the flow velocity of the outflow pool, improves the energy dissipation efficiency of the stilling basin, can achieve the purpose of energy dissipation and erosion control,which serves as a reliable basis for similar projects.
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This study aims to address the turbulent flow patterns and significant water surface fluctuations in the original stilling basin, which lead to the formation of repelled downstream hydraulic jumps and subsequent scouring damage to the apron slab. To mitigate these problems, a combined chute block and trapezoidal block energy dissipator is employed, and the hydraulic characteristics of this dissipator are investigated. Physical model testing and numerical simulation techniques are combined to study the energy dissipation behavior under various flow rates. The energy conversion processes within the flow are analyzed, and flow velocity reduction ratios are calculated to assess the effectiveness of the dissipator. Findings indicate that, for the chute block-trapezoidal block joint dissipator with double rows of trapezoidal blocks arranged in a staggered manner, the velocity reduction ratios at three different flow rates are 60.00%, 75.34%, and 73.75%, respectively. Compared to the original stilling basin, this arrangement reduces the length of the hydraulic jump by 11.29%, 14.17%, and 10.22% across the respective flow rates. The energy dissipation mechanism is categorized into four distinct zones: the flow contraction and diversion area, the hydraulic jump swirl area, the vortex areas on both sides, and the post-jump mainstream area. The findings provide a valuable reference for the design of joint dissipators and the optimization of stilling basins. |
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