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For this purpose, a general mathematical model description of the process is provided.
The paper presents the mathematical model description and its experimental validation based on comparison of the model results with measured plant data.
Mathematical Model Description [27]: If k factors, X1, X2, …, X k, exist, and dependent variable y has the following linear relationship, then f(x_{1},x_{2}, ldots,x_{k} ) = y = beta_{1} x_{1} + ldots + beta_{k} x_{k} + varepsilon quad varepsilon sim N 0,sigma^{2} ).
Mathematical Model Description, Related to the Experimental Procedures, Figures 4 and 5, and Table 1.
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Besides designing an economically feasible nanofiltration process which yields a permeate with concentrations below the legal limit and a retentate of much less volume for incineration, the aim of this project was to further application of mathematical model descriptions of NF transport phenomena and to find an appropriate design equation.
Mathematical model for description of coupled mechanical, thermal, and diffusive processes in semitransparent amorphous solid with molecular gaseous admixture subjected to thermal infrared radiation was developed.
The aim of this study is the development of a mathematical model for description of experimentally observed viscoelastic and time-dependent behaviours of the PDL.
The main objectives were to investigate the zinc adsorption mechanism onto the calcium alginate beads, to develop a mathematical model for description of the adsorption, and to assess the flexibility of the mathematical model in comparison with some pseudo-kinetic models in the prediction of absorptive behavior.
For this purpose, a mathematical model for description of dimensional change of the coronary artery wall and its constituent components was developed and applied.
The mathematical model provided descriptions about the influence of the loading rate and the natural frequency of the testing system on the magnitude of system ringing and its decay rate.
Benzekry S, Lamont C, Beheshti A, Tracz A, Ebos JM, Hlatky L, et al. Classical mathematical models for description and prediction of experimental tumor growth.
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