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The expanded superstructure is automatically converted into a mathematical model using a generic component-based modeling approach.
We develop a complete mathematical model using Hamilton's principle.
This research develops a mathematical model using the multiple-allocation p-hub median approach.
This study devises and assesses such a mathematical model using the paradigmatic case of thigh STAs.
A suitable design was obtained through a self-developed optical mathematical model using evolutionary algorithm.
In this paper, a nonlinear mathematical model using large deflection plate and shell theories is presented.
Accordingly, a mathematical model using non-dimensional parameters is built from energy and mass balances applied to elementary control volumes.
A particular emphasis is placed upon the treatment of information within a probabilistic-fuzzy mathematical model using the extension principle.
Permeation fluxes also calculated by means of a mathematical model using effective diffusion coefficients and reaction kinetics.
We then calibrated a mathematical model using destructive sampling to convert the measurements of optical stem density into estimates of biomass.
In this work, a mathematical model using computational fluid dynamics (CFD) techniques is used to study the gas liquid dispersion in an airlift reactor.
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