直角河湾流型的CCHE2D模型数值模拟

A. Das, S. K. Biswal
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引用次数: 0

摘要

在本研究中,使用CCHE2D模型分析了戈马提河曲流河段的流态。数值模型采用有限体积法求解具有𝑘−𝜀turbulence闭包的深度平均二维方程。将数值结果与两种不同流速下的现场数据进行比较,以便使用不同的曼宁粗糙度系数校准CCHE2D模型。结果表明:对于最小流量和最大流量,较小的曼宁粗糙度系数(0.015≥𝑛≥0.025)对较大的曼宁粗糙度系数(0.030≤𝑛≤0.040)有利;数值模型结果表明,离心力和螺旋胞体的存在对弯管内剪切应力、流速、流深和弗劳德数等水力参数的波动有较大影响。在整个研究区间内,速度与剪应力呈线性关系,由r平方和线性相关系数(r)分量表示。计算结果表明,该模型能较准确地模拟河湾内的流场。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Numerical Modeling of Flow Pattern at a Right-angled River Bend Using CCHE2D Model
In this study, the CCHE2D model is used to analyse the flow pattern in a meander reach of the Gomati River. The finite volume method is used by the numerical model to solve the depth-averaged two-dimensional equations with 𝑘−𝜀turbulence closure. The numerical findings were compared with field data for two different flow rates in order to calibrate the CCHE2D model using various Manning's roughness coefficients. The results show that for the minimum and maximum discharges, a smaller Manning's roughness factor (0.015≥𝑛≥0.025)is more favorableto a higher Manning's roughness factor(0.030≤𝑛≤0.040). The results of the numerical model demonstrated that fluctuations in hydraulic parameters including shear stress, velocity, flow depth, and Froude number in the river bend are greatly influenced by the existence of centrifugal force and helical cells. The linear relationship between velocity and shear stress is presented across the whole study reach, as indicated by the R-squareand linear correlation coefficient (r) components. The results of the model show that the flow field within the river bend can be accurately simulated by the computational model.
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