DISTRIBUTION OF FLOWS IN A CHANNEL NETWORK UNDER STEADY FLOW CONDITIONS

IF 0.4 Q4 AGRONOMY
D. Gąsiorowski, W. Artichowicz
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引用次数: 1

Abstract

Aim of the study The article presents an algorithm for calculating the distribution of flow in a junction of open channel network under steady flow conditions. Material and methods The presented algorithm is based on the continuity equation and a simplified energy equation. To describe the relationship between the depth of water and the flow rate, the Manning’s equation was used to express discharge in the main channel, whereas in case of other channels, with hydraulic structures, appropriate equations describing the flow over a weir and through the culverts were used. Substitution of the abovementioned relationships into the continuity equation leads to a non-linear algebraic equation with respect to the water level. The resulting equation can be solved with iterative numerical methods. Calculation example using the proposed algorithm was carried out for the hydraulic system located on the Strzyża stream in Gdańsk. Results and conclusions The presented approach can be an alternative to analytical-graphic method and it does not require formulation of the boundary problem for the system of ordinary differential equations describing the gradually varied flow in the open channel network.
稳定流动条件下沟道网络中的水流分布
研究目的本文提出了一种计算稳流条件下明渠网结点流量分布的算法。材料与方法该算法基于连续性方程和简化的能量方程。为了描述水的深度和流量之间的关系,使用曼宁方程来表示主渠道的流量,而对于其他水工结构的渠道,则使用适当的方程来描述通过堰和通过涵洞的流量。将上述关系代入连续性方程,得到一个关于水位的非线性代数方程。所得方程可用迭代数值方法求解。以位于Gdańsk的Strzyża流上的液压系统为算例进行了应用该算法的计算。结果与结论本文提出的方法可以作为解析图解法的一种替代方法,它不需要为描述明渠网络中逐渐变化的流量的常微分方程组制定边界问题。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
CiteScore
0.40
自引率
25.00%
发文量
1
审稿时长
50 weeks
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