基于流域形态因子的洪峰流量分析

M. Muhadi, L. Limantara, T. Prayogo
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引用次数: 1

摘要

回归分析可以通过接近峰值流量(Qp)和峰值到达时间(Tp)参数建立单元线模型。本研究的主要目的是设计一个基于流域形状因子的峰值流量模型。本研究使用的流域为Bontojai流域、Jonggoa流域、Kampili流域、Maccini Sombala流域和Jenelata流域,这些流域坡度标准低于10%,并有完整的自动水位记录仪(AWLR)和自动降雨量记录仪(ARR)记录数据。校正后峰值放电数据的验证结果产生均方根误差(RMSE)。然后,通过回归分析建立了峰值流量模型,并用实测的单位水文资料进行了验证。本研究结果表明,决定系数R2为0.963。这意味着自变量(x),即流域面积、干流长度和流域形状因子对峰值流量(Qp)的影响为96.3%
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Analysis of Flood Peak Discharge Based on Watershed Shape Factors
Regression analysis can develop unit hydrograph modeling by approaching the peak discharge (Qp) and time to peak (Tp) parameters. The main aim of this study is to design a model of peak discharge based on watershed shape factors. The watersheds used in this study are Bontojai Watershed, Jonggoa Watershed, Kampili Watershed, Maccini Sombala Watershed, and Jenelata Watershed, which have slopes criteria below 10% and have complete recorded data of Automatic Water Level Recorder (AWLR) and Automatic Rainfall Recorder (ARR). The validation results of corrected peak discharge data produce Root Mean Squared Error (RMSE). Then, the peak discharge model was conducted by regression analysis and validated with observed unit hydrographs. The results of this study indicate that the coefficient of determination R2 is 0.963. It means that the independent variable (x), namely the area of the watershed, the length of the main river, and the shape factor of the watershed, influences the peak discharge (Qp) of 96.3%
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