消力坎式消力池淹没系数和坎高的计算

张志昌,李若冰,赵莹,傅铭焕

长江科学院院报 ›› 2013, Vol. 30 ›› Issue (11) : 50-54.

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长江科学院院报 ›› 2013, Vol. 30 ›› Issue (11) : 50-54. DOI: 10.3969/j.issn.1001-5485.2013.11.0112013,30(11):50-54
水力学

消力坎式消力池淹没系数和坎高的计算

  • 张志昌,李若冰,赵莹,傅铭焕
作者信息 +

Calculation of the Submergence Coefficient and the Sill Height of Sill-type Stilling Basin

  • ZHANG Zhi-chang, LI Ruo-bing, ZHAO Ying, FU Ming-huan
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文章历史 +

摘要

为了研究消力坎式消力池淹没系数和消力坎高度的简化计算方法,以取代传统的试算法。综合前人对消力坎淹没系数的研究成果,对淹没系数进行优化拟合,进而推求淹没系数的迭代公式;分析了消力池坎高的简化计算方法;通过动量方程研究消力坎的阻力系数。研究给出了淹没系数的拟合公式和迭代公式、坎高的简化公式以及消力坎阻力系数的计算公式,并通过实例验证了公式的正确性。结果表明,淹没系数的迭代公式和坎高的简化公式形式简单,避免了试算的困难。

Abstract

The simplified calculation methods for the submergence coefficient and the sill height of sill-type stilling basin are researched to substitute the traditional trial method. On the basis of previous researches, the iterative formula of submergence coefficient is derived through optimizing fitting, and the simplified calculation method of the sill height is analyzed. Furthermore, the drag coefficient of the sill is researched through momentum equation to provide technical support for its intensity design. The fitting and iterative formula of submergence coefficient, the simplified formula of sill height and the formula of drag coefficient are put forward and verified correct by examples. The iterative and simplified formulas are simple in form, and avoid the complexity of trial method.

关键词

消力坎式消力池 / 淹没系数 / 坎高 / 阻力系数 / 迭代计算

Key words

sill-type stilling basin / submergence coefficient / sill height / drag coefficient / iterative calculation

引用本文

导出引用
张志昌,李若冰,赵莹,傅铭焕. 消力坎式消力池淹没系数和坎高的计算[J]. 长江科学院院报. 2013, 30(11): 50-54 https://doi.org/10.3969/j.issn.1001-5485.2013.11.0112013,30(11):50-54
ZHANG Zhi-chang, LI Ruo-bing, ZHAO Ying, FU Ming-huan. Calculation of the Submergence Coefficient and the Sill Height of Sill-type Stilling Basin[J]. Journal of Changjiang River Scientific Research Institute. 2013, 30(11): 50-54 https://doi.org/10.3969/j.issn.1001-5485.2013.11.0112013,30(11):50-54
中图分类号: TV131.4   

参考文献

[1] 肖兴斌.底流水跃消能在工程中的应用与发展述评[J].人民珠江,1991,(3):22-27.(XIAO Xing-bin. Application and Development of Underflow Hydraulic Jump Energy Dissipation in Engineering [J]. Pearl River, 1991, (3): 22-27.(in Chinese))
[2] 陈椿庭.高坝大流量泄洪建筑物[M].北京:水利电力出版社,1988.(CHEN Chun-ting. Flood Discharge Structures of High Dam with Large Flow[M]. Beijing: Water Resources and Electric Power Press, 1988.(in Chinese))
[3] 吴持恭.水力学(下册)[M] .北京:高等教育出版社,1983.(WU Chi-gong. Hydraulics(Second Edition)[M]. Beijing: Higher Education Press, 1983.(in Chinese))
[4] 张志昌.水力学[M].北京:中国水利水电出版社,2011.(ZHANG Zhi-chang. Hydraulics[M]. Beijing: China Water Power Press, 2011.(in Chinese))
[5] 郭子中.消能防冲原理与水力设计[M].北京:科学出版社,1982.(GUO Zi-zhong. Energy Dissipation Principle and Hydraulic Design[M]. Beijing: Science Press, 1982.(in Chinese))
[6] 李鉴初,杨景芳.水力学教程[M].北京:高等教育出版社,1995.(LI Jian-chu, YANG Jing-fang. Tutorial of Hydraulics[M]. Beijing: Higher Education Press, 1995.(in Chinese))
[7] 倪汉根,刘亚坤.击波、水跃、跌水、消能[M].大连:大连理工大学出版社,2008.(NI Han-gen, LIU Ya-kun. Shock Wave, Hydraulic Jump, Plunge, and Energy Dissipation[M]. Dalian: Dalian University of Technology Press, 2008.(in Chinese))
[8] 谭振宏.消力池水力计算新法[J].重庆交通学院学报,1990,9(4):68-72.(TAN Zhen-hong. A New Method of Hydraulic Computation for Stilling Basin Design[J]. Journal of Chongqing Jiaotong University, 1990,9(4): 68-72.(in Chinese))
[9] 崔 忠,马铁成.浅议坎式消力池的水力计算[J].广西水利水电,2011,(6):26-30.(CUI Zhong, MA Tie-cheng. Discussion of Hydraulic Calculation for Sill-type Stilling Basin[J]. Guangxi Water Resources Hydropower Engineering, 2011, (6): 26-30.(in Chinese))
[10]王永昌.底流消能水力计算[C]∥泄水工程与高速水流情报网第三届全网大会论文集,1990:261-270.(WANG Yong-chang. Hydraulic Calculation of the Underflow Energy Dissipation[C]∥Proceedings of the Third Conference of Drainage Engineering and High-speed Flow Information Network, 1990: 261-270.(in Chinese))
[11]马淑珠,宋怀兴. 多级坎式消能池的水力设计[J] .东北水利水电,1996,(2):15-26.(MA Shu-zhu, SONG Huai-xing. Hydraulic Design of Multi-level Sill-type of Stilling Basin[J]. Water Resource Hydropower of Northeast China, 1996, (2): 15-26.(in Chinese))
[12]武永昌.消力池深(坎高)的迭代计算[J] .陕西水利,1987,(3):28-33.(WU Yong-chang. Iterative Calculation on the Depth (Sill Height) of Stilling Basin[J] .Shannxi Water Resources, 1987, (3): 28-33.(in Chinese))
[13]张怡霞,何志涛.铜街子溢流坝护坦消力坎设计[J].水电站设计,1989,(3):40-43.(ZHANG Yi-xia, HE Zhi-tao. Design of Apron Energy Dissipation Sill in the Tongjiezi Spillway[J]. Design of Hydroelectric Power Station, 1989, (3): 40-43.(in Chinese))
[14]HABIBZADEH A, WU S, ADE F, et al. Exploratory Study of Submerged Hydraulic Jumps with Blocks[J]. Journal of Hydraulic Engineering, 2011, 137(6): 706-710.
[15]MANOOCHEHR F M, SADEGH H, BABAK L A, et al. Reduction of Stilling Basin Length with Tall End Sill[J]. Journal of Hydrodynamics, 2011, 23(4): 498-502.
[16]MOHAMED A N. Modeling of Free Jumps Downstream Symmetric and Asymmetric Expansions: Theoretical Analysis and Method of Stochastic Gradient Boosting[J]. Journal of Hydrodynamics, 2010, 22(1): 110-120.

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