Results 261 to 270 of about 300,620 (314)

On The Steady Transport Equation

2000
We give a simple approach to the theory of the steady transport equation, providing some results that are needed in the theory of steady compressible viscous flow. In particular, we prove the assertions that are collected together in Lemma 3 of our accompanying paper [11].
PADULA, Mariarosaria, HEYWOOD, John Growes   +1 more
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Convolution equations and the transport equation

2010
In this chapter the factorization theory developed in the previous chapters is applied to solve a linear transport equation. It is known that the transport equation may be transformed into a Wiener-Hopf integral equation with an operator-valued kernel function (see [40]).
Harm Bart, Marinus A. Kaashoek, André C. M. Ran   +2 more
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Transport Equation of a Plasma

Reviews of Modern Physics, 1960
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Transport equations

Theoretical and Mathematical Physics, 2014
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Engibaryan, N. B., Barseghyan, A. G.
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The 2D Euler Equations and the Statistical Transport Equations

Communications in Mathematical Physics, 2006
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Chemetov, N. V., Cipriano, F.
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MULTISCALING TRANSPORT EQUATION ON FRACTALS

Fractals, 1999
The general transport equation of multiscaling disordered fractal media in three-dimensional case is derived from conservation of mass. Multiscaling fractional transport equation is obtained on the basis of discussing Brownian motion, fractional Brownian motion and standard diffusion equation of fractals, which is consistent with the result of ...
Zeng, Qiuhua, Li, Houqiang
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The transport equations and the device equations

2009
The charge carriers in semiconductor devices—electrons and holes—are quantum particles. Any researcher in device modelling must have a thorough grounding in the theory of quantum mechanics, because there is no point in finding solutions to the quantum equations without being able to sensibly interpret these solutions in the quantum context.
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Pair production in transport equations

Physical Review D, 1988
In the study of quark-gluon systems using transport equations, the production of quarks and antiquarks is often introduced in the form of a source term based on the Schwinger formula for pair production in the presence of a constant (color-)electric field.
, Eisenberg, , Kalbermann
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Transport and Transport-Diffusion Equations

2011
In Chapter 3, we give a very complete theory of strong solutions for transport and transport-diffusion equations. In particular, we provide a priori estimates which are the key to solving nonlinear systems coming from fluid mechanics.
Hajer Bahouri, Jean-Yves Chemin, Raphaël Danchin   +2 more
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Homogenization of a nonlinear transport equation

Asymptotic Analysis, 2007
In this paper, we investigate the homogenization of a nonlinear kinetic equation modeling electron transport in semiconductors. We compute effective scattering coefficients for medium with periodic inhomogeneities.
Antoine Mellet, Alexis F. Vasseur
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