基于栅格的不规则断面水深–流量关系曲线确定方法
Grid-Based Determination Method for Water Depth-Discharge Curve of the Irregular Cross-Section
DOI: 10.12677/JWRR.2013.22016, PDF, HTML,  被引量 下载: 2,886  浏览: 7,524  国家自然科学基金支持
作者: 周方录:大庆市松嫩工程管理处;黄金柏*:扬州大学水科学与工程学院;王斌:东北农业大学水利与建筑学院
关键词: 不规则断面栅格水深–流量关系曲线Irregular Cross-Section; Grid; Water Depth-Discharge Curve
摘要: 天然渠道断面大多是不规则的,水深流量关系多为高阶隐函数,直接绘制比较困难。本文引入栅格,基于断面测量确定选定断面的形状,以在选定断面上插入栅格的数量推求不同水深的过流面积,通过水准测量及试验等方法率定计算参数,计算确定水深流量的关系曲线。为水文学上在不规则断面下的流量计算提供一种可用的方法。
Abstract: Most of the cross-section form of the natural river channel is irregular and the stage-discharge curve (h~Q curve) is higher-order implicit function which causes the difficulties in deriving curve directly. In this study, the sectional form was determined by crossing section measurement, and the flow area corresponding to the different water depth was estimated by number of grid which was inserted in the adopted cross-section. The parameters used in calculation were calibrated through leveling survey and experiment, and the stage-discharge was achieved by calculation, therefore a practicable method was provided for flow calculation under the various irregular sections of hydrology.
文章引用:周方录, 黄金柏, 王斌. 基于栅格的不规则断面水深–流量关系曲线确定方法[J]. 水资源研究, 2013, 2(2): 109-113. http://dx.doi.org/10.12677/JWRR.2013.22016

参考文献

[1] 门宝辉, 王学军, 林运东. Excel在绘制复杂水力学函数曲线中的应用[J]. 东北水利水电, 2001, 19(7): 33-34. MEN Baohui, WANG Xuejun and LIN Yundong. Application of excel in drawing complex hydraulics function curve. Water Re-sources & Hydropower of Northeast China, 2001, 19(7): 33-34. (in Chinese)
[2] 茹建辉. 河道水位流量关系曲线和水面线的设计计算[J]. 广东水利水电, 2008, 1: 1-7. RU Jianhui. Design calculation of level-discharge curve and flow profile of a river course. Guangdong Water Resources and Hydropower, 2008, 1: 1-7. (in Chinese)
[3] 刘焕芳. 各种水位流量关系的成因分析[J]. 西北水资源与水工程, 1994, 5(3): 88-91. LIU Huanfang. Analysis on cause of information of the rela-tionships between water level and flow discharge. Water resources & Water Engineering, 1994, 5(3): 88-91. (in Chinese)
[4] 梅立庚. 水力学法在水位流量关系拟定中的应用[J]. 海河水利, 2006, 6: 47-48. MEI Ligeng. Application of hydraulics approach in study out for connection between water level and flow. Haihe Water Resources, 2006, 6: 47-48. (in Chinese)
[5] 戴凌全, 戴会超, 蒋定国, 等. 基于最小二乘法的河流水位流量关系曲线推算[J]. 人民黄河, 2010, 32(9): 37-39. DAI Lingquan, DAI Huichao, JIANG Dingguo, et al. Estimation of stage-discharge curve based on least square method. Yellow River, 2010, 32(9): 37-39. (in Chinese)
[6] 潘道宏, 任华. 基于遗传算法和最小二乘支持向量机的水位流量关系拟合[J]. 水利科技与经济, 2010, 116(5): 493-494. PAN Daohong, REN Hua. Calibration of stage-discharge curve based on genetic algorithm and least square support vector machine. Water Conservancy Science and Technology and Economy, 2010, 116(5): 493-494. (in Chinese)
[7] 程银才, 范世香. 水位流量关系曲线高水延长方法新探讨[J]. 水电能源科学, 2011, 29(7): 8-9. CHENG Yincai, FAN Shixiang. Discussion on extending of high water level for discharge rating curve. Water Resources and Power, 2011, 29(7): 8-9. (in Chinese)
[8] 王燕飞, 黄燕荣. 基于保凸保单调的分段幂函数在水位流量关系曲线拟合中的应用[J]. 红水河, 2011, 30(6): 19-23. WANG Yangfei, HUANG Yanrong. Application of subsection-power functions in fitting of stage-discharge relation curve based on convexity and monotonicity preserving. Hongshui River, 2011, 30(6): 19-23. (in Chinese)
[9] Study on numerical analysis duties of sedimentation characteristics in front of the intake; Study on rational method of sediment flushing in front of the intake. Japan Institute of Systems Research, 1999: 30-32.