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A numerical model based on coupled nonlinear Schrödinger equations with an assumption of incoherent feedback19 reproduces the experimentally observed smooth spectrum as well.
To simulate the experiments, a numerical model based on dynamic finite element analysis was constructed.
A numerical model based on linear drying in finite time intervals was developed.
We precede several experimental data for realizing a numerical model based on TRNSYS software.
A thorough validation process of the numerical model, based on published experimental data is described.
A several experimental data have been added for realizing a numerical model based on TRNSYS software.
Similarly a two-dimensional numerical model based on the Volume of Fluid (VOF) scheme is applied.
A corresponding numerical model based on the Ansys/Fluent computational fluid dynamics code was built.
Hence, in this study a new numerical model based on peridynamics to predict pitting corrosion damage is developed.
A precise numerical model based on Kirchhoff's laws is used in investigating dye-sensitized solar cell (DSC) modules.
Stability conditions were compared with a numerical model based on an ABCD matrix Gaussian beam propagation method.
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