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Calculation Method for Non-orthogonal Water-Blocking Ratio in Curved River Cross-Sections
ZUO Jian, LI Li-ping, BU Hui, ZHU Di
Journal of Changjiang River Scientific Research Institute ›› 2025, Vol. 42 ›› Issue (10) : 9-14.
PDF(6293 KB)
PDF(6293 KB)
Calculation Method for Non-orthogonal Water-Blocking Ratio in Curved River Cross-Sections
[Objective] Water-blocking ratio is an important indicator for assessing the impact of water-related project construction on river flood discharge. For meandering and wandering rivers whose flow cross-sections are curved, conventional water-blocking calculation methods are not applicable. [Methods] By setting a threshold for the flow direction deviation angle, sections of non-orthogonal water-related projects along the curved river cross-sections were divided into local cross-sections within a certain range of flow direction variation. The local project water-blocking area was calculated within each local cross-section. A non-orthogonal water-blocking calculation method for curved river cross-sections was proposed, and was applied to the calculation of water-blocking ratio of Dongjing River Bridge on Wuhan-Songzi Expressway. [Results] When the curved river cross-section at Dongjing River Bridge was divided into 116 local flow cross-sections, the total water-blocking area was 975 m2, and the water-blocking ratio was 4.24%. The rationality of the water-blocking ratio calculation was analyzed using an empirical formula and a two-dimensional mathematical model. According to the water-blocking ratio and Henderson formula, the water level rise in the river channel was calculated to be 1mm, which was consistent with the 1-3 mm rise at the pier position calculated by the two-dimensional numerical model. As the average velocity of the entire cross-section was used in the empirical formula, it was reasonable that the calculated water level rise was slightly smaller than the local rise at the pier position calculated by the two-dimensional numerical model. [Conclusions] It is feasible to calculate the water-blocking area and water-blocking ratio of non-orthogonal projects in curved rivers by dividing them into local flow cross-sections, which can provide a reference for water administrative departments in approving river-related construction projects regarding their flood discharge impact.
water-blocking ratio / curved river cross-section / local flow cross-section / water-blocking area / non-orthogonal / flood discharge impact
| [1] |
李果, 李彬, 黄小利, 等. 跨府河伏龙桥工程的行洪论证分析[J]. 水电能源科学, 2016, 34(9): 67-70.
(
|
| [2] |
朱龙, 赵珊珊. 桥前不同壅水计算方法的比较与分析[J]. 北京水务, 2017(5): 52-54.
(
|
| [3] |
王开, 傅旭东, 王光谦. 桥墩壅水的计算方法比较[J]. 南水北调与水利科技, 2006, 4(6): 53-55.
(
|
| [4] |
王玲玲, 张凤山, 唐洪武. 平原河道桥墩阻水比与壅水特性关系[J]. 河海大学学报(自然科学版), 2016, 44(5):386-392.
(
|
| [5] |
袁雄燕, 徐德龙. 丹麦MIKE21模型在桥渡壅水计算中的应用研究[J]. 人民长江, 2006, 37(4): 31-32, 52.
(
|
| [6] |
李彬, 孙东坡, 赖冠文, 等. 桥墩布置形式对桥墩绕流及局部流场的影响[J]. 中国农村水利水电, 2013(7):129-132,134.
应用MIKE21软件模拟分析了双线斜交桥不同桥墩布置形式对局部河道流场的影响。模拟结果表明:单线斜交桥对水流有明显的阻水影响,双线斜交桥对水流的阻水影响,并不是简单的叠加;下游桥桥墩与上游桥桥墩对孔布置且桥墩距离较近,下游桥墩受上游桥墩的遮蔽作用,下游桥桥墩对水流的消能和流速再分配有一定的作用,而阻水影响较小;下游桥桥墩轴线与水流方向夹角的改变除使桥墩附近局部区域水流流态变化明显,并随着角度增加影响增大、其他区域变化值相差不大,不存在单调关系;圆端形桥墩应尽量采用顺水流布置,非顺水流布置时,如果桥墩对附近局部区域水流流态的影响较大,可通过开挖桥址附近的河岸,增加河道的过流面积的方法加以改善。
(
Based on MIKE21 software the influence of different pier arrangement in double-line skew bridge on the local flow field is simulated and analyzed. The simulation results show that the single-line skew bridge has significant blocking water effect on water flow, and the blocking water effect of double-line skew bridge isn’t a simple superposition. Since bridge piers downstream and upstream are arranged on-the-hole and they are closer, lower bridge piers have smaller blocking water effect with the certain effect on energy dissipation and the redistribution of flow velocity in view of the shielding effect of upper bridge piers. The change of angle between the axial direction of lower bridge piers and the flow direction makes the flow pattern in local region around piers change greatly, and the influences increase along with the increment of the angle. The change value in other regions has little difference and there exists no monotonic relationship between them. The round ended piers should be arranged along the flow direction as much as possible. Otherwise, if the bridge piers have great effect on the flow pattern in local region around piers,it is effective to excavate the beach to compensate the flow area occupied by the project.
|
| [7] |
黄玄, 王玲玲, 唐洪武. 平原河道桥墩形状对河道壅水影响规律研究[C]// 第十四届全国水动力学学术会议暨第二十八届全国水动力学研讨会文集(下册). 北京: 海洋出版社, 2017:858-866.
(
|
| [8] |
|
| [9] |
王虹, 靳宝华, 王健. 长河段二维水流模型参数的合理选择[J]. 水力发电学报, 2005, 24(4): 114-118.
(
|
| [10] |
王仁宽. 山区斜交桥渡壅水和孔径计算[J]. 铁道学报, 1984, 6(1): 84-95.
(
|
| [11] |
拾兵, 贺如泓, 于诰方. 斜交桥渡的壅水及设计计算[J]. 水科学进展, 2001, 12(2): 201-205.
(
|
| [12] |
李付军, 张佰战, 林桂宾. 斜交桥下水流流向偏转角度的理论分析[J]. 水科学进展, 2005, 16(5): 634-637.
(
|
| [13] |
赵忠伟, 马亮, 袁帅. 山区河道斜交桥梁的防洪计算分析[J]. 人民黄河, 2019, 41(4): 14-19.
(
|
| [14] |
季日臣, 何文社, 房振叶. 斜交桥壅水试验研究与理论探讨[J]. 水科学进展, 2007, 18(4): 504-508.
(
|
| [15] |
陈志杰. 高等代数与解析几何(上册)[M]. 北京: 高等教育出版社, 2000.
(
|
| [16] |
吴泽宇, 蒋为群. 南水北调中线工程输水渠道桥梁水头损失影响分析[J]. 水利水电快报, 1997, 18(15): 1-4.
(
|
| [17] |
国家防汛抗旱总指挥部. 汉江洪水与水量调度方案[Z]. 北京: 国家防汛抗旱总指挥部, 2017.
(National Flood Control and Drought Relief Headquarters.. Hanjiang River Flood and Water Quantity Regulation Scheme[Z]. Beijing: National Flood Control and Drought Relief Headquarters, 2017. (in Chinese))
|
/
| 〈 |
|
〉 |