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Most engineering problems, especially heat transfer equations are mostly nonlinear.
To treat the cold positive ions, the continuity and momentum transfer equations are employed.
The governing momentum, heat and mass transfer equations are, in general, strongly coupled and highly nonlinear.
Second, the stochastic radiative transfer equations are used to generate the LUT for all biome types.
For the absorbers, Colburn-and-Drew mass transfer equations are incorporated to describe the absorption process.
Heat and mass transfer equations are solved simultaneously using a numerical technique.
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A new method to solve radiation transfer equations is presented.
The corresponding computed values based on heat transfer equations were 36.5% and 50.3%.
First the heat transfer equations were applied for modeling of each motor part as a thermal equivalent circuit.
The resolution of continuity, momentum, energy, and mass transfer equations is conducted using finite-volume technique discretization in transient regime.
A new iterative method for solving the time-dependent multifrequency radiative transfer equations is described.
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