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An ecological hydraulic radius approach to estimate the instream ecological water requirement

机译:生态水力半径法估算河道内生态需水量

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This essay defines the concepts of ecological flow velocity as well as ecological hydraulic radius (EHR) and proposes an ecological hydraulic radius approach (EHRA) which considers both the watercourse information (including hydraulic radius, roughness coefficient and hydraulic gradient) and the required stream velocity necessary for maintenance of certain ecological functions all together. The key parameter of EHRA is to fix the watercourse cross-sectional flow area corresponding to EHR, by which the relation between parabola shaped cross-sectional flow area and hydraulic radius is deduced. The EHRA not only meets the requirement of flow velocity for adequate fish spawning migration, but also is applicable to the ecological flows in regard with other ecological issues (such as the calculation of the instream flow requirements for transporting sediment and for pollution self-purification, etc.). This essay has illuminated the computational process taking the estimation of ecological water requirement of Zhuba Hydrologyical Station watercourse in Niqu branch of the Yalong River as an example. Additionally, we compare EHRA with Tennant approach.,) The result shows that the Zhuba Hydrological Station ecological water requirement calculated by EHRA lies between the minimum and favorable ecological water requirement calculated by the Tennant approach. This is due to the fact that the ecological flow velocity (such as the fish spawning migration flow velocity) was taken into consideration, producing results applicable to the practical situation.
机译:本文定义了生态流速和生态水力半径(EHR)的概念,并提出了一种生态水力半径方法(EHRA),该方法同时考虑了水道信息(包括水力半径,粗糙度系数和水力梯度)以及所需的水流速度是维持某些生态功能所必需的。 EHRA的关键参数是固定与EHR相对应的水道截面积,由此推导出抛物线形截面积与水力半径之间的关系。 EHRA不仅满足流速要求,以使鱼类产生足够的繁殖力,而且还适用于考虑其他生态问题的生态流量(例如计算输沙量和自净污染的河道流量要求,等等。)。本文以雅long江尼曲支竹坝水文站河道的生态需水量估算为例,阐述了计算过程。此外,我们将EHRA与Tennant方法进行了比较。)结果表明,EHRA计算得出的竹坝水文站生态需水量介于Tennant方法计算出的最低和有利生态需水量之间。这是由于考虑了生态流速(例如鱼卵产卵迁移流速),从而产生了适用于实际情况的结果。

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