Landau interaction function

E243116

The Landau interaction function is a central quantity in Fermi liquid theory that characterizes the effective quasiparticle–quasiparticle interactions near the Fermi surface.

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Landau interaction function canonical 1

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Predicate Object
instanceOf concept in theoretical physics
quantity in Fermi liquid theory
appearsIn Landau collision operator
surface form: Landau kinetic equation
appliesTo Fermi liquids
assumes adiabatic continuity from noninteracting Fermi gas
well-defined quasiparticles near Fermi surface
canBeSpinDecomposedInto spin-antisymmetric channel
spin-symmetric channel
characterizes effective quasiparticle–quasiparticle interaction
constrains stability conditions of Fermi liquids
definedIn momentum space
definedNear Fermi surface
dependsOn quasiparticle momentum directions
spin indices of quasiparticles
determines compressibility of a Fermi liquid
effective mass of quasiparticles
spin susceptibility of a Fermi liquid
zero sound velocity
expandedIn Legendre polynomials of angle between momenta
hasComponent antisymmetric Landau parameters
symmetric Landau parameters
namedAfter Lev Landau
parameterizedBy Landau parameters
relatedTo Pomeranchuk instability criteria via Landau parameters
forward scattering amplitude
two-particle vertex function at low energy
relatesTo quasiparticle energy shift
variation of quasiparticle distribution function
subjectOf microscopic derivations from many-body perturbation theory
renormalization group analyses in Fermi systems
usedIn Fermi liquid theory
surface form: Landau Fermi liquid theory

nuclear Fermi liquid models
theory of interacting electron liquids in metals
theory of normal liquid helium-3
usedToDescribe collective excitations in Fermi liquids
response functions of Fermi liquids

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Fermi liquid theory usesConcept Landau interaction function