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Generalized Fermi sea for plane-wave Hartree-Fock theory: One dimensional model calculation
37
Citations
5
References
1979
Year
Quantum Lattice SystemEngineeringMany-body Quantum PhysicComputational ChemistryIntegrable SystemStatistical Field TheoryWave TheoryPlane-wave Hartree-fock TheoryComplex Sea StatePlane-wave OrbitalsComputational ElectromagneticsHartree-fock TheoryBiophysicsPhysicsFermi SeaQuantum ChemistryCondensed Matter TheoryDimensional Model CalculationNatural SciencesCondensed Matter PhysicsDisordered Quantum SystemAbnormal OccupationMany-body Problem
The Hartree-Fock theory for many fermions with plane-wave orbitals but with abnormal occupation is studied. A one-dimensional problem with an interparticle interaction of finite range which saturates the $N$ body system at a fixed density and finite binding energy is solved explicitly. A direct variation of the resulting Hartree-Fock energy with respect to the additional variational parameters introduced is carried out numerically and results reminiscent of a gas-to-liquid phase transition are found.NUCLEAR STRUCTURE plane-wave Hartree-Fock; model calculation; nuclear matter.
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