Kalburgi P B, Jha R, Ojha C S P, Deshannavar U B
a Civil Engineering Department , Basaveshwar Engineering College , Bagalkot , Karnataka , India.
Environ Technol. 2015 Jan-Feb;36(1-4):79-85. doi: 10.1080/09593330.2014.937770. Epub 2014 Jul 14.
Stream re-aeration is an extremely important component to enhance the self-purification capacity of streams. To estimate the dissolved oxygen (DO) present in the river, estimation of re-aeration coefficient is mandatory. Normally, the re-aeration coefficient is expressed as a function of several stream variables, such as mean stream velocity, shear stress velocity, bed slope, flow depth and Froude number. Many empirical equations have been developed in the last years. In this work, 13 most popular empirical re-aeration equations, used for re-aeration prediction, have been tested for their applicability in Ghataprabha River system, Karnataka, India, at various locations. Extensive field data were collected during the period March 2008 to February 2009 from seven different sites located in the river to observe re-aeration coefficient using mass balance approach. The performance of re-aeration equations have been evaluated using various error estimations, namely, the standard error (SE), mean multiplicative error (MME), normalized mean error (NME) and correlation statistics. The results show that the predictive equation developed by Jha et al. (Refinement of predictive re-aeration equations for a typical Indian river. Hydrological Process. 2001;15(6):1047-1060), for a typical Indian river, yielded the best agreement with the values of SE, MME, NME and correlation coefficient r. Furthermore, a refined predictive equation has been developed for river Ghataprabha using least-squares algorithm that minimizes the error estimates.
河流复氧是提高河流自净能力的一个极其重要的组成部分。为了估算河流中存在的溶解氧(DO),必须估算复氧系数。通常,复氧系数表示为几个河流变量的函数,如平均河流流速、切应力流速、河床坡度、水深和弗劳德数。在过去几年中已经开发了许多经验方程。在这项工作中,对用于复氧预测的13个最流行的经验复氧方程在印度卡纳塔克邦加塔普拉巴河系的不同位置的适用性进行了测试。在2008年3月至2009年2月期间,从该河流的七个不同地点收集了大量现场数据,使用质量平衡方法观测复氧系数。使用各种误差估计,即标准误差(SE)、平均乘性误差(MME)、归一化平均误差(NME)和相关统计量,对复氧方程的性能进行了评估。结果表明,Jha等人(《典型印度河流复氧预测方程的改进》。《水文过程》。2001年;15(6):1047 - 1060)开发的用于典型印度河流的预测方程,在SE、MME、NME和相关系数r的值方面与实测值的一致性最好。此外,使用最小二乘法算法为加塔普拉巴河开发了一个改进的预测方程,该算法可使误差估计最小化。