| 1. |
A Kinetic Theory for Nonlinear Quantum Transport |
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Transport Theory and Statistical Physics,
Volume 29,
Issue 7,
2000,
Page 733-757
C.G. Rodrigues,
Á.R. Vasconcellos,
R. Luzzi,
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摘要:
It is described a kinetic theory providing bases for an analytical treatment of nonlinear quantum transport. It is founded on a nonequilibrium statistical ensemble formalism, which constitutes a soundly approach for the study of dissipative many-body systems driven arbitrarily away from equilibrium. This theory is applied to the study of transport of charge inn- andp- type doped polar semiconductors. Evolution of the carriers’ quasitemperature and mobility as well as of the relaxation times for energy and momentum are derived. Some comparison with experimental data is done.
ISSN:0041-1450
DOI:10.1080/00411450008200000
出版商:Taylor & Francis Group
年代:2000
数据来源: Taylor
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| 2. |
Application of Moment Realizability Criteria for the Coupling of the Boltzmann and Euler Equations |
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Transport Theory and Statistical Physics,
Volume 29,
Issue 7,
2000,
Page 759-783
S. Tiwari,
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摘要:
We perform the coupling of the Boltzmann and Euler equations in two dimensional spatial space. The moment realizability criteria have been used for the domains of validity of the Boltzmann and Euler equations. The domain decompositions for such equations have been presented in different time steps. The numerical results obtained from the coupling code have been compared with those from the pure Boltzmann one.
ISSN:0041-1450
DOI:10.1080/00411450008200001
出版商:Taylor & Francis Group
年代:2000
数据来源: Taylor
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| 3. |
A Propagation of Chaos Related to the Continuity Laws |
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Transport Theory and Statistical Physics,
Volume 29,
Issue 7,
2000,
Page 785-803
B. Chauvin,
R. Ferland,
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摘要:
We build a system composed of a large number of randomly interacting particles in such a way that the empirical laws converge (when the number of particles tends to infinity) to a weak solution of a nonlinear evolution equation, which is a relaxed kinetic equation related to scalar conservation laws.
ISSN:0041-1450
DOI:10.1080/00411450008200002
出版商:Taylor & Francis Group
年代:2000
数据来源: Taylor
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| 4. |
The Velocity Overshoot in Semiconductors According to a Transport Model Derived from the Boltzmann Equation |
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Transport Theory and Statistical Physics,
Volume 29,
Issue 7,
2000,
Page 805-823
C.R. Drago,
A. Majorana,
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摘要:
A kinetic model derived from the Boltzmann equation, by using the spherical harmonic expansion method, is considered. This describes the evolution of an electron gas inside a bulk semiconductor in thermal equilibrium. The problem of velocity overshoot is analyzed in detail. A numerical scheme is proposed and the numerical results are shown.
ISSN:0041-1450
DOI:10.1080/00411450008200003
出版商:Taylor & Francis Group
年代:2000
数据来源: Taylor
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| 5. |
A Review of: “A Concise Guide to Semigroups and Evolution Equations” |
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Transport Theory and Statistical Physics,
Volume 29,
Issue 7,
2000,
Page 825-829
PaulF. Zweifel,
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摘要:
Aldo Belleni-Morante World Scientific, 1994. 164 pages
ISSN:0041-1450
DOI:10.1080/00411450008200244
出版商:Taylor & Francis Group
年代:2000
数据来源: Taylor
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