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All mathematical models presented here are derived from the energy expression by using the Lagrange's equation.
Most of the mathematical models presented in the literature have focused on modeling the interaction between three main compartments: uninfected CD4+ T cells (s), infected cells (y), and free HIV particles (p).
The analytical results correspond to the mathematical models presented in Sections 3 and 4. As mentioned before, in the free flow state, the vehicle speed and traffic flow are independent and hence there are no significant interactions between individual vehicles.
The implications of these findings are discussed with regard to the general practicability of an FFC cell and with regard to the soundness of the mathematical models presented hitherto on the ionic transport in FFC cells.
The mathematical models presented in this paper are based on a number of assumptions.
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Integration of the data generated by high throughput technologies using mathematical models presents quite a few challenges.
The mathematical model presented in Sect.
In this study, the mathematical model presented before [B.
We implemented the mathematical model presented in this work in gPROMS, employing the Modelbuilder platform.
The mathematical model presented in this article is based on the continuum mixture theory of Tuncay and Corapcioglu (1997).
The analytical results correspond to the mathematical model presented in the previous section and are obtained using MATLAB.
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