A mathematical model for groundwater pollution in a leaky aquifer system, which involves the adsorption of semipervious layer, is presented.
提出了一个越流含水层系统考虑弱透水层吸附作用的地下水污染数学模型。
In this paper, the author has proposed a mathematical model to describe the process of adsorption and charge neutralization by hydrolyzed aluminum species on the basis of coagulation mechanism.
通过对凝聚机理和铝盐在水中水解过程的分析，提出了铝盐水解物吸附引起胶体电中和的数学模式。
The adsorption bed structure filling sorbent in tube and flowing heat transfer media out of tube was designed and the corresponding mathematical model was established.
设计了管内填充吸附剂，管外走传热介质的新型吸附床结构，建立了相应的数学模型。
The result shows that the mathematical model is reliable. It is referenced for designing of new style adsorption dryer.
结果表明，建立的数学模型是可靠的，对设计新型的吸附干燥器具有一定参考价值。
A mathematical model of adsorption of phenol in soil has been studied using linear function of adsorption isotherm.
本文利用等温吸附的线性关系，对苯酚在土壤层中的吸附动力学过程进行数学模拟研究。
A mathematical model of adsorption of phenol in soil has been studied using linear function of adsorption isotherm.
本文利用等温吸附的线性关系，对苯酚在土壤层中的吸附动力学过程进行数学模拟研究。
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