2010•jOURNAL OF southwest University for NationalitiesRequires access

Density of state study for δ-Pu with dynamical mean-field theory

Xiao Pei

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Abstract

Local Density Approximation together with Dynamical Mean-Field Theory is used to study the density of state for δ-Pu.The many-body Hamiltonian is obtained with the Hubbard model,and the Hubbard I approximation is used to solve the single-impurity problem.The calculations show the well-defined upper and lower Hubbard bands of the strongly correlated electron systems as well the quasiparticle kondo-like peak at the Fermi level.

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Local Density Approximation together with Dynamical Mean-Field Theory is used to study the density of state for δ-Pu.The many-body Hamiltonian is obtained with the Hubbard model,and the Hubbard I approximation is used to solve the single-impurity problem.The calculations show the well-defined upper and lower Hubbard bands of the strongly correlated electron systems as well the quasiparticle kondo-like peak at the Fermi level.

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Available abstract

Local Density Approximation together with Dynamical Mean-Field Theory is used to study the density of state for δ-Pu.The many-body Hamiltonian is obtained with the Hubbard model,and the Hubbard I approximation is used to solve the single-impurity problem.The calculations show the well-defined upper and lower Hubbard bands of the strongly correlated electron systems as well the quasiparticle kondo-like peak at the Fermi level.

Key concepts: Hubbard model, Quasiparticle, Hamiltonian (control theory), Mean field theory, Dynamical mean field theory, Physics, Strongly correlated material, t-J model

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