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For a number of applications in partially ionized space plasmas the equations can be reduced to numerically tractable equations.
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The results presented in this paper can be reduced to some classical ones theoretically and numerically.
The designed photovoltaic thermal collector was reduced to a 2 dimension physical model and numerically studied.
The problem is reduced to solve an ordinary differential equation numerically.
The designed solar collector was reduced to a 3 dimension physical model and numerically studied.
Using the order decreasing method, the system is reduced to normal integral equations, which are solved numerically.
The designed PV/T system was reduced to a 2-dimension (2D) physical model and numerically studied by CFD.
The mixed boundary value problems are reduced to a system of singular integral equations and solved numerically.
In the first model, which applies to small-amplitude harmonic flapping motions, the optimality condition is reduced to a one-dimensional integral equation which we solve numerically.
The ethnic origin of helots is uncertain, but they were probably the original inhabitants of Laconia (the area around the Spartan capital) who were reduced to servility after the conquest of their land by the numerically fewer Dorians.
The mixed boundary problem is reduced to a system of singular integral equations that are solved numerically.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com