Physical Review C - Nuclear Physics, ISSN 0556-2813, 08/2010, Volume 82, Issue 2

We carry out state-of-the-art optimization of a nuclear energy density of Skyrme type in the framework of the Hartree-Fock-Bogoliubov theory. The particle-hole...

MATTER | HARMONIC-OSCILLATOR BASIS | HARTREE-FOCK EQUATIONS | EFFECTIVE FORCES | PHYSICS, NUCLEAR | PARAMETRIZATION | GROUND-STATE PROPERTIES | SKYRME INTERACTION | NEUTRON-RICH | ATOMIC MASS EVALUATION | Physics - Nuclear Theory

MATTER | HARMONIC-OSCILLATOR BASIS | HARTREE-FOCK EQUATIONS | EFFECTIVE FORCES | PHYSICS, NUCLEAR | PARAMETRIZATION | GROUND-STATE PROPERTIES | SKYRME INTERACTION | NEUTRON-RICH | ATOMIC MASS EVALUATION | Physics - Nuclear Theory

Journal Article

Computer Physics Communications, ISSN 0010-4655, 06/2013, Volume 184, Issue 6, pp. 1592 - 1604

We describe the new version 2.00d of the code hfbtho that solves the nuclear Skyrme-Hartreeâ€“Fock (HF) or Skyrme-Hartreeâ€“Fockâ€“Bogoliubov (HFB) problem by using...

Nuclear density functional theory | Hartreeâ€“Fockâ€“Bogoliubov | Transformed harmonic oscillator | Skyrme functionals | Particle number projection | Axial symmetry | Self-consistent mean-field | Finite temperature HFB | Hartree-Fock-Bogoliubov | COMPUTER SCIENCE, INTERDISCIPLINARY APPLICATIONS | NUCLEI | FIELD | PHYSICS, MATHEMATICAL

Nuclear density functional theory | Hartreeâ€“Fockâ€“Bogoliubov | Transformed harmonic oscillator | Skyrme functionals | Particle number projection | Axial symmetry | Self-consistent mean-field | Finite temperature HFB | Hartree-Fock-Bogoliubov | COMPUTER SCIENCE, INTERDISCIPLINARY APPLICATIONS | NUCLEI | FIELD | PHYSICS, MATHEMATICAL

Journal Article

Physical Review C - Nuclear Physics, ISSN 0556-2813, 02/2012, Volume 85, Issue 2

A new Skyrme-like energy density suitable for studies of strongly elongated nuclei was determined in the framework of the Hartree-Fock-Bogoliubov theory using...

SKYRME FORCES | STATES | FISSION-BARRIERS | HG-192 | PHYSICS, NUCLEAR | PARAMETRIZATION | HEAVY-NUCLEI | MEAN-FIELD MODELS | SUPERDEFORMED BAND | SUPERHEAVY NUCLEI | Physics - Nuclear Theory

SKYRME FORCES | STATES | FISSION-BARRIERS | HG-192 | PHYSICS, NUCLEAR | PARAMETRIZATION | HEAVY-NUCLEI | MEAN-FIELD MODELS | SUPERDEFORMED BAND | SUPERHEAVY NUCLEI | Physics - Nuclear Theory

Journal Article

Physical Review C - Nuclear Physics, ISSN 0556-2813, 02/2010, Volume 81, Issue 2

We study one-quasiproton excitations in the rare-earth region in the framework of the nuclear density functional theory in the Skyrme-Hartree-Fock-Bogoliubov...

MEAN-FIELD | MATRIX EXPANSION | HARMONIC-OSCILLATOR BASIS | EXCITATION-ENERGIES | ROTATING NUCLEI | TIME-ODD COMPONENTS | FOCK-BOGOLYUBOV EQUATIONS | EQUILIBRIUM DEFORMATIONS | PHYSICS, NUCLEAR | PARAMETRIZATION | SPECTRA | Physics - Nuclear Theory

MEAN-FIELD | MATRIX EXPANSION | HARMONIC-OSCILLATOR BASIS | EXCITATION-ENERGIES | ROTATING NUCLEI | TIME-ODD COMPONENTS | FOCK-BOGOLYUBOV EQUATIONS | EQUILIBRIUM DEFORMATIONS | PHYSICS, NUCLEAR | PARAMETRIZATION | SPECTRA | Physics - Nuclear Theory

Journal Article

Computer Physics Communications, ISSN 0010-4655, 2005, Volume 167, Issue 1, pp. 43 - 63

We describe the program HFBTHO for axially deformed configurational Hartreeâ€“Fockâ€“Bogolyubov calculations with Skyrme-forces and zero-range pairing interaction...

Energy surface | Nuclear many-body problem | Constrained calculations | Skyrme interaction | Hartreeâ€“Fock | Nuclear radii | Quasiparticle spectra | Hartreeâ€“Fockâ€“Bogolyubov | Coulomb field | Quadrupole deformation | Pairing | Particle number projection | Self-consistent mean-field | Harmonic oscillator | Hartree-Fock | Hartree-Fock-Bogolyubov | PAIRING CORRELATIONS | GROUND-STATE | MANY-PARTICLE SYSTEMS | harmonic oscillator | NUCLEAR-STRUCTURE | PHYSICS, MATHEMATICAL | quasiparticle spectra | BOGOLIUBOV EQUATIONS | particle number projection | energy surface | DRIP-LINE | ROTATIONAL BANDS | nuclear radii | nuclear many-body problem | quadrupole deformation | DEFORMATION | LOCAL-SCALE TRANSFORMATION | COMPUTER SCIENCE, INTERDISCIPLINARY APPLICATIONS | SYMMETRY | self-consistent mean-field | pairing | constrained calculations | Nuclear energy | Usage | Physics - Nuclear Theory

Energy surface | Nuclear many-body problem | Constrained calculations | Skyrme interaction | Hartreeâ€“Fock | Nuclear radii | Quasiparticle spectra | Hartreeâ€“Fockâ€“Bogolyubov | Coulomb field | Quadrupole deformation | Pairing | Particle number projection | Self-consistent mean-field | Harmonic oscillator | Hartree-Fock | Hartree-Fock-Bogolyubov | PAIRING CORRELATIONS | GROUND-STATE | MANY-PARTICLE SYSTEMS | harmonic oscillator | NUCLEAR-STRUCTURE | PHYSICS, MATHEMATICAL | quasiparticle spectra | BOGOLIUBOV EQUATIONS | particle number projection | energy surface | DRIP-LINE | ROTATIONAL BANDS | nuclear radii | nuclear many-body problem | quadrupole deformation | DEFORMATION | LOCAL-SCALE TRANSFORMATION | COMPUTER SCIENCE, INTERDISCIPLINARY APPLICATIONS | SYMMETRY | self-consistent mean-field | pairing | constrained calculations | Nuclear energy | Usage | Physics - Nuclear Theory

Journal Article

Physical Review C - Nuclear Physics, ISSN 0556-2813, 03/2009, Volume 79, Issue 3

We survey odd-even nuclear binding energy staggering using density functional theory with several treatments of the pairing interaction including the BCS,...

NEUTRON | ORIGIN | HARMONIC-OSCILLATOR BASIS | NUCLEI | DENSITIES | FOCK-BOGOLYUBOV EQUATIONS | PHYSICS, NUCLEAR | PAIRING INTERACTION | SPECTRA | DEPENDENCE | Physics - Nuclear Theory

NEUTRON | ORIGIN | HARMONIC-OSCILLATOR BASIS | NUCLEI | DENSITIES | FOCK-BOGOLYUBOV EQUATIONS | PHYSICS, NUCLEAR | PAIRING INTERACTION | SPECTRA | DEPENDENCE | Physics - Nuclear Theory

Journal Article

Physical Review C - Nuclear Physics, ISSN 0556-2813, 2003, Volume 68, Issue 5, pp. 543121 - 5431211

An improved prescription for choosing a transformed harmonic-oscillator (THO) basis for use in configuration-space Hartree-Fock-Bogoliubov (HFB) calculations...

FOCK-BOGOLIUBOV EQUATIONS | PAIRING CORRELATIONS | LOCAL-SCALE TRANSFORMATION | GROUND-STATE | MEAN-FIELD DESCRIPTION | ROTATIONAL BANDS | MANY-PARTICLE SYSTEMS | PHYSICS, NUCLEAR | REGION | Physics - Nuclear Theory

FOCK-BOGOLIUBOV EQUATIONS | PAIRING CORRELATIONS | LOCAL-SCALE TRANSFORMATION | GROUND-STATE | MEAN-FIELD DESCRIPTION | ROTATIONAL BANDS | MANY-PARTICLE SYSTEMS | PHYSICS, NUCLEAR | REGION | Physics - Nuclear Theory

Journal Article

Computer Physics Communications, ISSN 0010-4655, 2008, Volume 178, Issue 7, pp. 535 - 551

The fast computation of the Gauss hypergeometric function F 1 2 with all its parameters complex is a difficult task. Although the F 1 2 function verifies...

Hypergeometric | Special functions | Complex analysis | Analytical potentials | COMPUTER SCIENCE, INTERDISCIPLINARY APPLICATIONS | ANALYTIC CONTINUATION | SERIES | SOLVABLE POTENTIALS | DIRAC-EQUATION | SCHRODINGER-EQUATION | complex analysis | analytical potentials | PHYSICS, MATHEMATICAL | hypergeometric | PATH-INTEGRAL TREATMENT | special functions | Nuclear energy | Algorithms

Hypergeometric | Special functions | Complex analysis | Analytical potentials | COMPUTER SCIENCE, INTERDISCIPLINARY APPLICATIONS | ANALYTIC CONTINUATION | SERIES | SOLVABLE POTENTIALS | DIRAC-EQUATION | SCHRODINGER-EQUATION | complex analysis | analytical potentials | PHYSICS, MATHEMATICAL | hypergeometric | PATH-INTEGRAL TREATMENT | special functions | Nuclear energy | Algorithms

Journal Article

Physical Review C - Nuclear Physics, ISSN 0556-2813, 07/2007, Volume 76, Issue 1

Variation after particle-number restoration is incorporated for the first time into the Hartree-Fock-Bogoliubov (HFB) framework employing the Skyrme energy...

PAIRING CORRELATIONS | DEFORMED-NUCLEI | SYMMETRY | SUPERCONDUCTIVITY | 2-LEVEL MODEL | APPROXIMATION | SYSTEMS | PHYSICS, NUCLEAR | DRIP-LINE | NUCLEAR-STRUCTURE | DEPENDENT FORCES

PAIRING CORRELATIONS | DEFORMED-NUCLEI | SYMMETRY | SUPERCONDUCTIVITY | 2-LEVEL MODEL | APPROXIMATION | SYSTEMS | PHYSICS, NUCLEAR | DRIP-LINE | NUCLEAR-STRUCTURE | DEPENDENT FORCES

Journal Article

Physical Review C - Nuclear Physics, ISSN 0556-2813, 07/2014, Volume 90, Issue 1

Background: On the mean-field level, pairing correlations are incorporated through the Bogoliubov-Valatin transformation, whereby the particle degrees of...

PROJECTION | SYMMETRY | 2-LEVEL MODEL | APPROXIMATION | EQUATIONS | EFFECTIVE FORCES | SYSTEMS | PHYSICS, NUCLEAR | PAIRING INTERACTION | NUCLEAR-STRUCTURE | MEAN-FIELD MODELS | Physics - Nuclear Theory

PROJECTION | SYMMETRY | 2-LEVEL MODEL | APPROXIMATION | EQUATIONS | EFFECTIVE FORCES | SYSTEMS | PHYSICS, NUCLEAR | PAIRING INTERACTION | NUCLEAR-STRUCTURE | MEAN-FIELD MODELS | Physics - Nuclear Theory

Journal Article

Physical Review C - Nuclear Physics, ISSN 0556-2813, 11/2007, Volume 76, Issue 5

In the framework of the density functional theory for superconductors, we study the restoration of the particle-number symmetry by means of the projection...

EQUATIONS | PHYSICS, NUCLEAR | SKYRMES INTERACTION | NUCLEI | SYMMETRY | SUPERCONDUCTORS | Physics - Nuclear Theory | DENSITY | NUCLEAR PHYSICS AND RADIATION PHYSICS | DENSITY FUNCTIONAL METHOD | MANY-BODY PROBLEM | BASIC INTERACTIONS | ATOMIC AND MOLECULAR PHYSICS | HAMILTONIANS | WAVE FUNCTIONS

EQUATIONS | PHYSICS, NUCLEAR | SKYRMES INTERACTION | NUCLEI | SYMMETRY | SUPERCONDUCTORS | Physics - Nuclear Theory | DENSITY | NUCLEAR PHYSICS AND RADIATION PHYSICS | DENSITY FUNCTIONAL METHOD | MANY-BODY PROBLEM | BASIC INTERACTIONS | ATOMIC AND MOLECULAR PHYSICS | HAMILTONIANS | WAVE FUNCTIONS

Journal Article

Physical Review C - Nuclear Physics, ISSN 0556-2813, 12/2008, Volume 78, Issue 6

The coordinate-space formulation of the Hartree-Fock-Bogoliubov (HFB) method enables the self-consistent treatment of mean field and pairing in weakly bound...

BOGOLYUBOV EQUATIONS | PHYSICS, NUCLEAR | DENSITIES | GROUND-STATE PROPERTIES | SKYRME | HALO | Physics - Nuclear Theory

BOGOLYUBOV EQUATIONS | PHYSICS, NUCLEAR | DENSITIES | GROUND-STATE PROPERTIES | SKYRME | HALO | Physics - Nuclear Theory

Journal Article

The European Physical Journal A, ISSN 1434-6001, 9/2002, Volume 15, Issue 1, pp. 21 - 26

The volume and surface effects in the nuclear local energy density and the volume and surface components of the pairing interaction are discussed in the...

PACS. Hartree-Fock and random-phase approximations â€“ Binding energies and masses | Nuclear Physics, Heavy Ions, Hadrons | Nuclear Fusion | Physics | Particle and Nuclear Physics | MATTER | DRIP-LINE NUCLEI | PHYSICS, NUCLEAR | PARAMETRIZATION | DENSITIES | PHYSICS, PARTICLES & FIELDS

PACS. Hartree-Fock and random-phase approximations â€“ Binding energies and masses | Nuclear Physics, Heavy Ions, Hadrons | Nuclear Fusion | Physics | Particle and Nuclear Physics | MATTER | DRIP-LINE NUCLEI | PHYSICS, NUCLEAR | PARAMETRIZATION | DENSITIES | PHYSICS, PARTICLES & FIELDS

Journal Article

Physical Review C - Nuclear Physics, ISSN 0556-2813, 07/2010, Volume 82, Issue 1

Naive dimensional analysis based on chiral effective theory, when adapted to nuclear energy density functionals, prescribes natural units and a hierarchy of...

DISTRIBUTIONS | MATTER | EFFECTIVE FORCES | PHYSICS, NUCLEAR | SKYRME PARAMETRIZATION | GROUND-STATE PROPERTIES | EXPLORATIONS | CONSTRAINT | SUBNUCLEAR | MEAN-FIELD MODELS | HARTREE-FOCK CALCULATIONS | Physics - Nuclear Theory

DISTRIBUTIONS | MATTER | EFFECTIVE FORCES | PHYSICS, NUCLEAR | SKYRME PARAMETRIZATION | GROUND-STATE PROPERTIES | EXPLORATIONS | CONSTRAINT | SUBNUCLEAR | MEAN-FIELD MODELS | HARTREE-FOCK CALCULATIONS | Physics - Nuclear Theory

Journal Article

Physical Review C - Nuclear Physics, ISSN 0556-2813, 2000, Volume 61, Issue 3, pp. 343111 - 3431114

We introduce a local-scaling point transformation to allow for modifying the asymptotic properties of the deformed three-dimensional Cartesian harmonic...

ISOTOPES | RELATIVISTIC MEAN-FIELD | DEFORMED-NUCLEI | GROUND-STATE | ROTATIONAL BANDS | EQUATIONS | PHYSICS, NUCLEAR | FINITE NUCLEI | ATOMIC MASS EVALUATION | SUPERHEAVY NUCLEI | REGION

ISOTOPES | RELATIVISTIC MEAN-FIELD | DEFORMED-NUCLEI | GROUND-STATE | ROTATIONAL BANDS | EQUATIONS | PHYSICS, NUCLEAR | FINITE NUCLEI | ATOMIC MASS EVALUATION | SUPERHEAVY NUCLEI | REGION

Journal Article

International Journal of Mass Spectrometry, ISSN 1387-3806, 2006, Volume 251, Issue 2, pp. 243 - 251

The program of systematic large-scale self-consistent nuclear mass calculations that is based on the nuclear density functional theory represents a rich...

Many-body problem | Density functional theory | Nuclear mass | Spontaneous symmetry breaking | Large scale calculation | SPIN-ORBIT TERM | PHYSICS, ATOMIC, MOLECULAR & CHEMICAL | FOCK-BOGOLYUBOV EQUATIONS | spontaneous symmetry breaking | ENERGY DENSITY | many-body problem | large scale calculation | PARTICLE NUMBER PROJECTION | MEAN-FIELD | SKYRME FORCES | SYMMETRY | CRANKING | SPECTROSCOPY | density functional theory | DENSITY-FUNCTIONAL THEORY | GROUND-STATE PROPERTIES | nuclear mass | Nuclear energy | Physics - Nuclear Theory

Many-body problem | Density functional theory | Nuclear mass | Spontaneous symmetry breaking | Large scale calculation | SPIN-ORBIT TERM | PHYSICS, ATOMIC, MOLECULAR & CHEMICAL | FOCK-BOGOLYUBOV EQUATIONS | spontaneous symmetry breaking | ENERGY DENSITY | many-body problem | large scale calculation | PARTICLE NUMBER PROJECTION | MEAN-FIELD | SKYRME FORCES | SYMMETRY | CRANKING | SPECTROSCOPY | density functional theory | DENSITY-FUNCTIONAL THEORY | GROUND-STATE PROPERTIES | nuclear mass | Nuclear energy | Physics - Nuclear Theory

Journal Article

Physics Letters B, ISSN 0370-2693, 06/2008, Volume 664, Issue 1-2, pp. 52 - 56

Fine structure in proton emission from the 7/2âˆ’[523] ground state and from the 1/2+[411] isomer in deformed nucleus 141Ho was studied by means of...

Proton radioactivity | Two-body tensor interactions | Proton shell structure

Proton radioactivity | Two-body tensor interactions | Proton shell structure

Journal Article

Physical Review C - Nuclear Physics, ISSN 0556-2813, 2006, Volume 73, Issue 4

We discuss methods used in mean-field theories to treat pairing correlations within the local density approximation. Pairing renormalization and regularization...

FOCK-BOGOLYUBOV EQUATIONS | PHYSICS, NUCLEAR | DRIP-LINE | SPHERICAL NUCLEI | GROUND-STATE PROPERTIES | Physics - Nuclear Theory | DENSITY | NUCLEAR PHYSICS AND RADIATION PHYSICS | APPROXIMATIONS | MEAN-FIELD THEORY | PAIRING INTERACTIONS | STABILITY | CORRELATIONS | DEFORMED NUCLEI | RENORMALIZATION | SPHERICAL CONFIGURATION

FOCK-BOGOLYUBOV EQUATIONS | PHYSICS, NUCLEAR | DRIP-LINE | SPHERICAL NUCLEI | GROUND-STATE PROPERTIES | Physics - Nuclear Theory | DENSITY | NUCLEAR PHYSICS AND RADIATION PHYSICS | APPROXIMATIONS | MEAN-FIELD THEORY | PAIRING INTERACTIONS | STABILITY | CORRELATIONS | DEFORMED NUCLEI | RENORMALIZATION | SPHERICAL CONFIGURATION

Journal Article