Two transitions to localized charge density at intermediate and low densities are obtained for the three-dimensional (3D) electron gas in the deformable jellium. At very low densities, where the second transition occurs, the tetragonal structure is obtained. A discontinuity in the coupling parameter GAMMA appears at both transition points. The evolution of the charge density is obtained and it shows translational symmetry breaking. The function GAMMA and the ground-state energy obtained in this work are compared to values reported for 3D systems with linear and planar symmetries
The jellium model is commonly used in condensed matter physics to study the properties of a two-dime...
We discuss the model of a D-dimensional confined electron gas in which the particles are trapped by ...
The uniform electron gas or UEG (also known as jellium) is one of the most fundamental models in con...
A powerful non-perturbative technique, which allows a direct evaluation of the ground state properti...
Ground stare properties of the two-dimensional electron gas are studied in the deformable jellium mo...
doi:10.1088/1367-2630/8/12/299 Abstract. Structural properties of the spherically averaged total cha...
The analysis of the formation of anisotropic charge density waves for an electron gas system embedde...
International audienceWe modify the "floating crystal" trial state for the classical Homogeneous Ele...
Abstract. The jellium is a model, introduced by Wigner (1934), for a gas of electrons moving in a un...
A jellium model of interacting electrons has been investigated using scaling arguments on the kineti...
A highly self-consistent theory maintaining the exact functional relations between the elec-tron sel...
The self-consistent Hartree-Fock approximation and the deformable jellium model are used to describe...
The energies of the paramagnetic and ferromagnetic states of the two-dimensional electron gas are ev...
Variational and diffusion quantum Monte Carlo methods are employed to investigate the zero-temperatu...
The jellium model is commonly used in condensed matter physics to study the properties of a two-dime...
The jellium model is commonly used in condensed matter physics to study the properties of a two-dime...
We discuss the model of a D-dimensional confined electron gas in which the particles are trapped by ...
The uniform electron gas or UEG (also known as jellium) is one of the most fundamental models in con...
A powerful non-perturbative technique, which allows a direct evaluation of the ground state properti...
Ground stare properties of the two-dimensional electron gas are studied in the deformable jellium mo...
doi:10.1088/1367-2630/8/12/299 Abstract. Structural properties of the spherically averaged total cha...
The analysis of the formation of anisotropic charge density waves for an electron gas system embedde...
International audienceWe modify the "floating crystal" trial state for the classical Homogeneous Ele...
Abstract. The jellium is a model, introduced by Wigner (1934), for a gas of electrons moving in a un...
A jellium model of interacting electrons has been investigated using scaling arguments on the kineti...
A highly self-consistent theory maintaining the exact functional relations between the elec-tron sel...
The self-consistent Hartree-Fock approximation and the deformable jellium model are used to describe...
The energies of the paramagnetic and ferromagnetic states of the two-dimensional electron gas are ev...
Variational and diffusion quantum Monte Carlo methods are employed to investigate the zero-temperatu...
The jellium model is commonly used in condensed matter physics to study the properties of a two-dime...
The jellium model is commonly used in condensed matter physics to study the properties of a two-dime...
We discuss the model of a D-dimensional confined electron gas in which the particles are trapped by ...
The uniform electron gas or UEG (also known as jellium) is one of the most fundamental models in con...