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The unknown parameters of the model were solved using nonlinear least squares estimation.
The governing equations for heat conduction in the complete model were solved.
The governing equations of the kinetic model were solved using Mathematica (2009).
The partial differential equations describing the model were solved by using the finite element method.
The RANS equations with a k-ω SST turbulence model were solved for three-dimensional viscous steady state flow.
The design problem was modeled mathematically and the equations originating from this model were solved using Engineering Equation Solver.
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The model is solved numerically.
The model was solved using Microsoft Excel.
The model is solved in two stages.
The model is solved at different levels.
The mathematical model is solved with numerical method.
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