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Modelling and sensitivity analysis of varying roughness effect on dispersion coefficient: a laboratory study

机译:粗糙度对色散系数影响的建模和灵敏度分析:一项室内研究

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Frequent disposal of effluent in rivers or streams in vicinity where the inhabitants rely majorly on it for domestic and agricultural purposes is dangerous, and that makes it relevant for precise modelling of dispersion coefficient or dispersion number. This will reduce under-estimation and over-estimation of this parameter as well as reduce frequent pollution assessment which have proven not to be sustainable. However, obtaining a model that will include all required parameter is still in process. This study considered the effect of varying roughness-which is the true nature of streams and rivers and its effects on the estimation of dispersion coefficient. It revealed that when varying roughness is increased by 1-unit, there will be an increase in dispersion number by 0.693 (t-statistics = 4.278; p < 0.05. In addition, an increase in 1-unit in the dispersion number value will require a decrease of both DO (t - ratio = -7.802; p < 0.05) and velocity (t - ratio = -4.992; p < 0.05) by 0.316 and 0.687 respectively. Sensitivity analysis further showed that roughness (K), dissolved oxygen (DO) are pertinent variables to be considered when dispersion co-efficient is to be modelled and have been previously left out. Furthermore, the ECM model generated, with R-2 = 0.98, prob(F-statistics) < 0.005 and Durbin-Watson t-statistics of 2.107 respectively shows statistical significance of the model. Hence, it is suggested that varying roughness or roughness and DO should be introduced in dispersion coefficient or dispersion number models to improve its accuracy.
机译:在居民主要出于生活和农业目的而主要依赖河流或溪流的附近,频繁处置废水是很危险的,这使其与分散系数或分散数的精确建模相关。这将减少对该参数的低估和高估,并减少被证明是不可持续的频繁污染评估。但是,仍在获取包含所有必需参数的模型。这项研究考虑了变化的粗糙度的影响-这是河流和河流的真实本性及其对色散系数估算的影响。结果表明,当粗糙度增加1个单位时,色散数将增加0.693(t统计量= 4.278; p <0.05。此外,色散数值增加1个单位将需要溶解氧(t-比= -7.802; p <0.05)和速度(t-比= -4.992; p <0.05)分别降低0.316和0.687。灵敏度分析进一步表明粗糙度(K),溶解氧(t DO)是建模色散系数时要考虑的相关变量,并且之前已被忽略;此外,生成的ECM模型的R-2 = 0.98,prob(F-statistics)<0.005和Durbin-Watson 2.107的t统计量分别显示了该模型的统计意义,因此建议在色散系数或色散数模型中引入变化的粗糙度或粗糙度和DO,以提高其准确性。

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