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The electric field affects not only the equilibrium part of the strain energy function, but also the viscous part.
In his introductory course, Allen Sanderson, the associate chairman of the economics department at the University of Chicago, uses "The Choice" and an economics mystery novel called "Fatal Equilibrium," part of an extraordinarily popular series by Kenneth G. Elzinga and William Breit, two economists who use the pen name Marshall Jevons.
The equilibrium part of the generalized Ohm's law is solved by direct matrix inversion along the direction of gradients for every Fourier mode in the other two directions, while the nonlinear part is solved iteratively.
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The non- equilibrium parts are then determined by using the bounce-back scheme.
The major quantities are extrapolated from the image points to the corresponding ghost points to form the equilibrium parts.
The non-equilibrium part depends on the elastic part of deformations only.
To solve viscous flows, the non-equilibrium part of density distribution function has to be considered.
The weight of the non-equilibrium part is controlled by introducing a switch function which ranges from 0 to 1.
One of major contributions in this work is to present a simple way to compute the non-equilibrium part of the distribution function.
In addition, to simulate fluid flow problems with strong shock waves, the non-equilibrium part of the distribution function is regarded as numerical dissipation and involved in evaluating the inviscid flux at the cell interface.
The relaxation time imposed on the antisymmetric component of the electric field tensor is calculated locally from the non-equilibrium part of the magnetic distribution functions, which determine the current, while the symmetric component remains subject to a uniform relaxation time to suppress the spurious term.
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CEO of Professional Science Editing for Scientists @ prosciediting.com