The main objective of this research is to formulate a novel mathematical model. For modeling the emission of pollutants, the physical principles are captured and simple hypotheses are postulated by the mathematical expressions derived from the stability equations of the mass. The results show the rate of greenhouse gas emissions increases by about 26% when the water flow rate reaches from 1.1 to 1.92 m/s. Also, the obtained data from the model show a very good agreement with the experimental data. Also, the results of this study show the amount of greenhouse gas emissions increases by approximately 2.46% with increasing ambient temperature from 21.4 to 9.43 °C. Finally, the results of this study show it is possible to estimate the degree of gas solubility in water flow with equations of mass transfer and thermodynamics.

这项研究的主要目的是建立一个新颖的数学模型。为了对污染物的排放进行建模，要捕获物理原理，并根据质量稳定性方程式得出的数学表达式来假设简单的假设。结果表明，当水流量从1.1达到1.92 m / s时，温室气体排放率增加了约26％。而且，从模型获得的数据显示与实验数据非常吻合。此外，这项研究的结果表明，随着环境温度从21.4升高到9.43°C，温室气体排放量增加了约2.46％。最后，这项研究的结果表明，可以用传质和热力学方程式估算水流中气体的溶解度。