Spin dynamics in spin-polarized Fermi systems
Identifieur interne : 001D37 ( Main/Exploration ); précédent : 001D36; suivant : 001D38Spin dynamics in spin-polarized Fermi systems
Auteurs : A. E. Meyerovich [États-Unis] ; S. Stepaniants [États-Unis] ; F. Laloë [États-Unis, France]Source :
- Journal of Low Temperature Physics [ 0022-2291 ] ; 1995-11-01.
English descriptors
- Teeft :
- Anomaly, Asymmetry, Attenuation, Boltzmann, Boltzmann gases, Classical gases, Collision integral, Degenerate, Degenerate gases, Degenerate regions, Density expansion, Different energy shells, Distribution function, Distribution functions, Dynamics, Fermi, Fermi liquids, Fermi surface, High polarization, Higher order density terms, Interaction function, Kinetic equation, Longitudinal, Longitudinal dynamics, Molecular field, Quantum gases, Quasiparticle, Quasiparticle interaction function, Real part, Second order, Third order, Transverse, Transverse dynamics, Transverse transport equation, Uniform description, Whole temperature range.
Abstract
Abstract: We present a simple description of transverse dynamics of dilute Fermi systems in terms of statistical quasiparticles. We give explicit expressions for the quasiparticle interaction function and collision integral at arbitrary temperatures, and discuss the implications of this approach in classical and degenerate regions, including the quantum gases. The results provide an unexpected explanation for the zero-temperature attenuation in transverse spin dynamics and peculiar I2-terms in molecular field as imaginary (pole) and real (principal) parts of the quasiparticle interaction function.
Url:
DOI: 10.1007/BF00753394
Affiliations:
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Le document en format XML
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<term>Classical gases</term>
<term>Collision integral</term>
<term>Degenerate</term>
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<term>Degenerate regions</term>
<term>Density expansion</term>
<term>Different energy shells</term>
<term>Distribution function</term>
<term>Distribution functions</term>
<term>Dynamics</term>
<term>Fermi</term>
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<term>Fermi surface</term>
<term>High polarization</term>
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<term>Second order</term>
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<front><div type="abstract" xml:lang="en">Abstract: We present a simple description of transverse dynamics of dilute Fermi systems in terms of statistical quasiparticles. We give explicit expressions for the quasiparticle interaction function and collision integral at arbitrary temperatures, and discuss the implications of this approach in classical and degenerate regions, including the quantum gases. The results provide an unexpected explanation for the zero-temperature attenuation in transverse spin dynamics and peculiar I2-terms in molecular field as imaginary (pole) and real (principal) parts of the quasiparticle interaction function.</div>
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