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Multi-distribution models are presented and a mathematical removal model is built based on Preston law.
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The mathematical relationship between removal efficiency and three significant independent variables can be approximated by a second-order quadratic model.
A limitation of our study might be the mathematical extrapolation of the removal during a single session to the removal on weekly basis.
A simplified mathematical model of the removal process was developed.
Dose-response model best suited model for mathematical description of atrazine removal in fixed bed column over other selected models.
A reduced DME oxidation mechanism, which was obtained using rigorous mathematical reduction and stiffness removal procedure from a detailed DME mechanism with 55 species, is used in the present DNS.
On the basis of the applied mathematical modeling, an AMX removal efficiency of more than 93% was achieved at Na2SO4 concentration of 0.13 M, current intensity of 0.04 A, MgO nanoparticles dosage of 1.8 g/L and AMX concentration of 11 mg/L.
Based on the resulting mathematical description of the material removal characteristics a design of PECM processes by analytical calculations or multiphysics simulation is feasible.
The Box Behnken design can be employed to develop mathematical models for predicting electrochemical nitrate removal geometry.
The Box Behnken design can be employed to develop mathematical models for predicting electrochemical ammonia removal geometry.
The paper considers mathematical modeling in relation to the removal of low concentrations of impurities by gas solid reactions in a fixed bed of absorbent.
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