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Most of groundwater models are distributed parameter models, where the parameters used in the modeling equations are not directly obtained from physical observations, but from trial-and-error and graphical fitting techniques.
The modeling equations are solved by finite element methods and the model predictions are used to demonstrate the influence of operating parameters on etch rate magnitude and uniformity.
Basic modeling equations are presented for the designed LNG cold utilization cycle with respect to the thermoeconomic and exergoenvironmental methods.
The modeling equations are derived by applying the conservation principle and adopting several empirical/algebraic correlations that support state estimation.
The resulting modeling equations are presented in Table 3.
A steady state configuration is proposed, the corresponding modeling equations are developed, and a methodology for the selection of the operating conditions is presented.
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Mathematical modeling equations were derived from the material balance for the gas and liquid phases based on neglecting the heat and mass transfer of water from liquid to gas phase.
A glossary of symbols used in the modeling equations is given in Tables S1, S2.
Parameters of modeling equation are expressed as a function of the Zener Hollomon parameter.
The developed modeling equation was combined with thermo-viscoplastic finite element modeling to predict various microstructure change evolutions during thermo mechanical processing.
The latency of M70 in the right hemisphere was proposed to be an index of auditory development in children, the modeling equation is 85.72-1.240xAge (yrs).
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