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Several illustrative example problems for a typical piping system are solved.
The equations describing the bubbling system are solved numerically using an explicit finite-difference technique.
The thermodynamic mathematical models of the system are solved by the commercial software computational fluid dynamics (CFD).
With these boundary conditions, the unknown temperatures in the system are solved, enabling estimation of the power generated with TEGs.
Optimal control problems for the hydrogen evolution reaction (HER) system are solved for different cost objectives and admissible control strategies.
The equations governing the flow system are solved numerically by a Chebyshev collocation method for a wide range of dimensionless parameters describing the flow system.
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This system is solved by Laplace transform.
The resulting system is solved analytically by Laplace transforms, and then solved approximately, by Fourier series.
The resulting system is solved using the method of characteristics.
This system is solved by an inexact Uzawa algorithm.
The resulting system is solved by efficient implicit iterations.
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CEO of Professional Science Editing for Scientists @ prosciediting.com