Regularized delta interactions for nuclear structure calculations

Slides:

Advertisements

Similar presentations

1 Eta production Resonances, meson couplings Humberto Garcilazo, IPN Mexico Dan-Olof Riska, Helsinki … exotic hadronic matter?

Advertisements

Lecture 1: basics of lattice QCD Peter Petreczky Lattice regularization and gauge symmetry : Wilson gauge action, fermion doubling Different fermion formulations.

12 June, 2006Istanbul, part I1 Mean Field Methods for Nuclear Structure Part 1: Ground State Properties: Hartree-Fock and Hartree-Fock- Bogoliubov Approaches.

Finite Nuclei and Nuclear Matter in Relativistic Hartree-Fock Approach Long Wenhui 1,2, Nguyen Van Giai 2, Meng Jie 1 1 School of Physics, Peking University,

Forces for extensions of mean-field PhD Thesis Marlène Assié Denis Lacroix (LPC Caen), Jean-Antoine Scarpaci (IPN Orsay)  Extensions of mean-field ? 

Terminating states as a unique laboratory for testing nuclear energy density functional Maciej Zalewski, UW under supervision of W. Satuła Kazimierz Dolny,

Nucleon Optical Potential in Brueckner Theory Wasi Haider Department of Physics, AMU, Aligarh, India. E Mail:

M. Girod, F.Chappert, CEA Bruyères-le-Châtel Neutron Matter and Binding Energies with a New Gogny Force.

University of Catania INFN-LNS Heavy flavor Suppression : Langevin vs Boltzmann S. K. Das, F. Scardina V. Greco, S. Plumari.

Norm-conserving pseudopotentials and basis sets in electronic structure calculations Javier Junquera Universidad de Cantabria.

Cross section for potential scattering

AUJOURD’ HUI…..et…. DEMAIN Keep contact with experimentalists, work together Beyond mean-field, but via Particle- Vibration Coupling.

Effects of self-consistence violations in HF based RPA calculations for giant resonances Shalom Shlomo Texas A&M University.

Quantum calculation of vortices in the inner crust of neutron stars R.A. Broglia, E. Vigezzi Milano University and INFN F. Barranco University of Seville.

Probing the density dependence of symmetry energy at subsaturation density with HICs Yingxun Zhang ( 张英逊 ) China Institute of Atomic Energy JINA/NSCL,

Isospin mixing and parity- violating electron scattering O. Moreno, P. Sarriguren, E. Moya de Guerra and J. M. Udías (IEM-CSIC Madrid and UCM Madrid) T.

Trento, Giessen-BUU: recent progress T. Gaitanos (JLU-Giessen) Model outline Relativistic transport (GiBUU) (briefly) The transport Eq. in relativistic.

Quantum pumping and rectification effects in interacting quantum dots Francesco Romeo In collaboration with : Dr Roberta Citro Prof. Maria Marinaro University.

Quantum Mechanical Cross Sections In a practical scattering experiment the observables we have on hand are momenta, spins, masses, etc.. We do not directly.

R. Machleidt, University of Idaho Recent advances in the theory of nuclear forces and its relevance for the microscopic approach to dense matter.

Probing the properties of dense partonic matter at RHIC Y. Akiba (RIKEN) for PHENIX collaboration.

Relativistic Collective Coordinate System of Solitons and Spinning Skyrmion Toru KIKUCHI (Kyoto Univ.) Based on arXiv: ( Phys. Rev. D 82,

Tailoring new interactions in the nuclear many-body problem for beyond- mean-field models Marcella Grasso Tribute to Daniel Gogny.

F. C HAPPERT N. P ILLET, M. G IROD AND J.-F. B ERGER CEA, DAM, DIF THE D2 GOGNY INTERACTION F. C HAPPERT ET AL., P HYS. R EV. C 91, (2015)

Collaborators: Bugra Borasoy – Bonn Univ. Thomas Schaefer – North Carolina State U. University of Kentucky CCS Seminar, March 2005 Neutron Matter on the.

Reaction cross sections of carbon isotopes incident on proton and 12 C International Nuclear Physics Conference, Tokyo, Japan June 3-8, 2007 W. Horiuchi.

Nuclear density functional theory with a semi-contact 3-body interaction Denis Lacroix IPN Orsay Outline Infinite matter Results Energy density function.

Variational Multiparticle-Multihole Configuration Mixing Method with the D1S Gogny force INPC2007, Tokyo, 06/06/2007 Nathalie Pillet (CEA Bruyères-le-Châtel,

Time dependent GCM+GOA method applied to the fission process ESNT janvier / 316 H. Goutte, J.-F. Berger, D. Gogny CEA/DAM Ile de France.

Accurate vacuum correction in finite nuclei A. Haga 1, H. Toki 1, S. Tamenaga 1, and Y. Horikawa 2 1.RCNP, Osaka Univ. 2.Juntendo Univ.

Pairing Correlation in neutron-rich nuclei

May the Strong Force be with you

The Strong Force: NN Interaction

The nuclear EoS at high density

The role of isospin symmetry in medium-mass N ~ Z nuclei

Active lines of development in microscopic studies of

-Nucleon Interaction and Nucleon Mass in Dense Baryonic Matter

R. Machleidt, University of Idaho

Nuclear structure calculations with realistic nuclear forces

Nuclear structure far from stability

Francesca Sammarruca University of Idaho

Open quantum systems.

Nuclear structure of lowest 229Th states

The Isovector Giant Quadrupole Resonance & Nuclear Matter

Structure and dynamics from the time-dependent Hartree-Fock model

Low energy nuclear collective modes and excitations

The Strong Nuclear Force

Exotic nuclei beyond 132Sn: where do we stand?

Basics for Nuclear Particle Physics

Density Functional Theory (introduced for many-electron systems)

Relativistic Chiral Mean Field Model for Finite Nuclei

Relativistic mean field theory and chiral symmetry for finite nuclei

Relativistic extended chiral mean field model for finite nuclei

Check directly vs data That is, apply new effective force directly to calculate nuclear properties using Hartree-Fock (as for usual well known force)

Nuclear excitations in relativistic nuclear models

AUJOURD’ HUI…..et…. DEMAIN

Nuclear Forces - Lecture 2 -

Daisuke ABE Department of Physics, University of Tokyo

Medium polarization effects and transfer reactions in halo nuclei

Superheavy nuclei: relativistic mean field outlook

Takashi Umeda (Hiroshima Univ.) for WHOT-QCD Collaboration

The position operator in extended systems:

Nuclear Forces - Lecture 5 -

QCD at very high density

Ab-initio nuclear structure calculations with MBPT and BHF

Modified Fragmentation Function in Strong Interaction Matter

Department of Physics, Sichuan University

Magnetic dipole excitation and its sum rule for valence nucleon pair

第十八届全国中高能核物理大会 Fluctuations and correlations of conserved charges in the flavor low energy effective model Rui Wen

Effects of the φ-meson on the hyperon production in the hyperon star

Presentation transcript:

Regularized delta interactions for nuclear structure calculations Karim Bennaceur, Jacek Dobaczewski, Francesco Raimondi International Nuclear Physics Conference (INPC 2013) Florence, Italy, 3-7 June 2013 1

Outline Standard effective interactions in nuclear physics Regularized pseudopotentials Three-body forces vs. density-dependent terms Interactions without density dependence Conclusions

Standard effective interactions

Regularized pseudopotentials J.D, K. Bennaceur, F. Raimondi, J. Phys. G. 39, 125103 (2012)

Regularized pseudopotentials J.D, K. Bennaceur, F. Raimondi, J. Phys. G. 39, 125103 (2012)

Regularized pseudopotentials vs. Gogny J.D, K. Bennaceur, F. Raimondi, J. Phys. G. 39, 125103 (2012)

Skyrme’s three-body interaction

The density dependence is born

The density dependence is exploited (MeV fm6) 17000 14000 9331 5000

The density dependence causes havoc Particle-number projection impossible Strong self interaction present J.D. et al., Phys. Rev. C 76, 054315 (2007) D. Tarpanov. et al., to be published

Poster NS232 The density dependence causes havoc Particle-number projection impossible Strong self interaction present Poster NS232 J.D. et al., Phys. Rev. C 76, 054315 (2007) D. Tarpanov. et al., to be published

First density-independent finite-range interactions based on regularized pseudopotentials K. Bennaceur, J.D, F. Raimondi, arXiv:1305.7210

Equations of state zero range density-dependent density-independent REG2b D1N SLy4 SV K. Bennaceur, J.D, F. Raimondi, arXiv:1305.7210 density-dependent density-independent finite range

Masses of doubly magic nuclei K. Bennaceur, J.D, F. Raimondi, arXiv:1305.7210

Conclusions We introduced a new class of energy density functionals that are based on regularized pseudopotentials. They allow for constructing density-independent finite-range interactions. In our opinion, future prospects for using the proposed regularized pseudopotentials are high. They may present better convergence properties than similar expansions based on the zero-range interactions. They allow for convergent summations of contributions from high single-particle momenta, They allow for formulating a consistent expansion in terms of the orders of derivatives, with the convergence properties gauged against the regularization scale. They allow for consistent beyond-mean field calculations. The regularized pseudopotentials give us a possibility of building an order-by-order correctible theory.

Thank you

Coupling constants of the regularized pseudopotentials L ≈ 700 MeV/c ≈ 3.8 fm-1 J.D, K. Bennaceur, F. Raimondi, J. Phys. G. 39, 125103 (2012)

v2n =f2 L2n V2n for f=35 MeV/(c)3/2 Coupling constants of the regularized pseudopotentials in natural units v2n =f2 L2n V2n for f=35 MeV/(c)3/2 J.D, K. Bennaceur, F. Raimondi, J. Phys. G. 39, 125103 (2012)

Pseudopotentials F. Raimondi et al., Phys. Rev. C 83, 054311 (2011)

Regularized pseudopotentials J.D, K. Bennaceur, F. Raimondi, J. Phys. G. 39, 125103 (2012)

Regularized pseudopotentials vs. Gogny J.D, K. Bennaceur, F. Raimondi, J. Phys. G. 39, 125103 (2012)