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HFODD Home Page
J. Dobaczewski, P. Bączyk, B.G. Carlsson, J. Dudek, J. Engel, Y. Gao, M. Konieczka,
T. Lesinski, J. McDonnell, P. Olbratowski, P. Powałowski, M. Sadziak, J. Sarich,
K. Sato, W. Satuła, N. Schunck, J.A. Sheikh, Y. Shi, A. Staszczak, M. Stoitsov, P. Toivanen,
X.B. Wang, T.R. Werner, M. Zalewski, and H. Zduńczuk
The code HFODD solves the nuclear Skyrme-Hartree-Fock or
Skyrme-Hartree-Fock-Bogolyubov problem by using the Cartesian
deformed harmonic-oscillator basis.
What's new
- October 11, 2016: HFODD (v2.78) - Pairing correlations for no symmetries and regularized Skyrme pseudopotentials up to higher orders.
- March 20, 2016: HFODD (v2.77) - Skyrme tensor interaction debugged, P. Bączyk and M. Konieczka.
- March 16, 2016: HFODD (v2.76) - Pairing correlations for regularized Skyrme pseudopotentials up to higher orders debugged.
- June 6, 2015: HFODD (v2.75) - Skyrme tensor interaction and the "F" density.
- May 9, 2015: HFODD (v2.74) - Angular momentum projection of HFB states with the Pfaffian method by Y. Gao.
- May 4, 2015: HFODD (v2.73) - Pairing correlations for regularized Skyrme pseudopotentials up to higher orders.
- April 19, 2015: HFODD (v2.72) - Charge-symmetry-breaking terms by P. Bączyk and M. Konieczka.
- January 13, 2015: HFODD (v2.71) - Preparations for publication.
- October 2, 2014: HFODD (v2.70) - Higher-order Lipkin particle-number corrections by X.B. Wang.
- December 17, 2013: HFODD (v2.69) - Lipkin rotational and translational corrections by Y. Gao.
- August 15, 2013: HFODD (v2.68) - Average values of the isospins by K. Sato.
- August 9, 2013: HFODD (v2.67) - Particle number projection by T. Lesinski.
- July 14, 2013: HFODD (v2.66) - Full N2LO regularized central interaction.
- June 20, 2013: HFODD (v2.65) - Full NLO regularized central interaction.
- November 7, 2012: HFODD (v2.56) - Testing the three-dimensional isospin projection.
- July 16, 2012: HFODD (v2.55) - Three-dimensional isospin projection.
- May 20, 2012: HFODD (v2.54) - Regularized delta interaction.
- March 20, 2012: HFODD (v2.53) - The Gogny interaction.
- December 16, 2011: HFODD (v2.52) - Proton-neutron mixing with broken simplex.
- August 30, 2011: HFODD (v2.51) - Proton-neutron mixing without pairing.
- August 27, 2011: HFODD (v2.49t) published in Computer Physics Communications, Volume 183, Issue 1, January 2012, Pages 166-192
- June 25, 2011: HFODD (v2.50) - Version identical to (v2.49t), which has been resubmitted for publication in CPC.
- March 9, 2011: HFODD (v2.49s) - Submitted for publication in Computer Physics Communications, arXiv:1103.1851
- February 20, 2011: HFODD (v2.49r) - Ready to be submitted for publication in Computer Physics Communications.
- July 20, 2010: HFODD (v2.49) - Oak Ridge features added (Nicolas Schunck).
- May 7, 2010: HFODD (v2.48) - Lipkin rotational correction - programing started.
- March 14, 2010: HFODD (v2.47) - Lipkin center-of-mass corrections with pairing (Pekka Toivanen).
- March 10, 2010: HFODD (v2.46) - Oak Ridge features added (Nicolas Schunck).
- December 25, 2009: HFODD (v2.45) - Corrected parameters of SLY4, SLY5, and SLY7.
- November 9, 2009: HFODD (v2.44) - Augmented Lagrangian method (M.V. Stoitsov and A. Staszczak).
- October 20, 2009: HFODD (v2.43) - The two-basis method for the no-symmetry case of HFB.
- September 21, 2009: HFODD (v2.40h) User's Guide published in arXiv/0909.3626.
- September 16, 2009: HFODD (v2.40h) published in Computer Physics Communications, Volume 180, Issue 11, November 2009, Pages 2361-2391
- August 13, 2009: HFODD (v2.42) - Version identical to (v2.41), with the FORTRAN-77 compatibility removed.
- August 13, 2009: HFODD (v2.41) - Version identical to (v2.40h), which has been resubmitted for publication in CPC.
- August 12, 2009: HFODD (v2.40h) - Resubmitted for publication in Computer Physics Communications,
- June 11, 2009: HFODD (v2.40) - Broyden method for the Lipkin-Nogami calculations debugged.
- March 6, 2009: HFODD (v2.39) - Version identical to (v2.38j), which has been submitted for publication in CPC.
- March 5, 2009: HFODD (v2.38j) - Submitted for publication in Computer Physics Communications, arXiv:0903.1020
- December 16, 2008: HFODD (v2.38) - Accelerated state-dependent pairing gaps for a density-dependent delta interaction.
- October 18, 2008: HFODD (v2.37) - Quasiparticle blocking with respect to the fixed wave function (B.G. Carlsson).
- September 29, 2008: HFODD (v2.36) - Exact Coulomb exchange tested.
- March 22, 2008: HFODD (v2.35) - Broyden method (N. Schunck and M. Stoitsov).
- March 21, 2008: HFODD (v2.34) - Exact Coulomb exchange programmed.
- February 7, 2008: HFODD (v2.33) - Reduced matrix elements of Schiff operators.
- November 19, 2007: HFODD (v2.32) - Filling approximation.
- August 8, 2007: HFODD (v2.31) - Interface to the diagonalization subroutine ZHEEVR (Jason Sarich).
- August 3, 2007: HFODD (v2.30) - Lipkin-Nogami corrections.
- June 28, 2007: HFODD (v2.29) - Flexible input and output file numbers.
- June 19, 2007: HFODD (v2.28) - Implementation of BLAS subroutines for better performance (Jason Sarich).
- March 22, 2007: HFODD (v2.27) - HFB for the case of parity symmetry conserved.
- February 26, 2007: HFODD (v2.26) - Blocking of HFB quasiparticles.
- March 30, 2006: HFODD (v2.25) - The K-mixing.
- February 24, 2006: HFODD (v2.24) - Parallel processing to calculate the GCM kernels.
- February 17, 2006: HFODD (v2.23) - The wave function transformed by one of the D_{2h} operators.
- February 3, 2006: HFODD (v2.22) - Reduced matrix elements of electric and magnetic multipole transition operatorss.
- December 15, 2005: HFODD (v2.21) - Projection on angular momentum of
HF states of arbitrary symmetry for odd and even nuclei.
- October 27, 2005: HFODD (v2.20) - Constraints on the Schiff moments.
- May 22, 2005: HFODD (v2.19) - Exact Bohr deformation parameters.
- May 20, 2005: HFODD (v2.18) - Multipole moments and angular momenta
rotated by Euler angles.
- May 1, 2005: HFODD (v2.08k) published in
Computer Physics Communications, Volume 167, Issue 3, 1 May 2005, Pages 214-216
- April 7, 2005: HFODD (v2.17) - HFB for the case of no symmetries
conserved.
- March 22, 2005: HFODD (v2.16) - Pensurface multipole moments
<r^{(l+4)}Y_{lm}>.
- February 8, 2005: HFODD (v2.15) - The wave function
rotated by Euler angles.
- January 26, 2005: HFODD (v2.14) - State-dependent pairing
gaps for a density-dependent delta interaction.
- January 4, 2005: HFODD (v2.08k) User's Guide published in
nucl-th/0501008.
- December 26, 2004: HFODD (v2.13) - Direct and exchange
expectation values of the Yukawa potential calculated by an
expansion on the Gaussian interactions.
- December 2, 2004: HFODD (v2.12) - Matrix elements of the Gaussian
interaction in one Cartesian direction.
- July 15, 2004: HFODD (v2.11) - State-dependent pairing matrix
elements of a density-dependent delta interaction.
- March 11, 2004: HFODD (v2.10) - Constraints on quadratic scalars
built of multipole moments.
- February 11, 2004: HFODD (v2.09) - Expectation value of the
Yukawa potential (direct term) calculated by the Green's function method in
analogy to the Coulomb energy.
- January 7, 2004: HFODD (v2.08i) published in
Computer Physics Communications, Volume 158, Issue 3, 15 April 2004, Pages 158-191
Publications
J. Dobaczewski, B.G. Carlsson, J. Dudek, J. Engel, J. McDonnell, P. Olbratowski, P. Powałowski,
M. Sadziak, J. Sarich, W. Satuła, N. Schunck, J.A. Sheikh, A. Staszczak, M. Stoitsov,
P. Toivanen, M. Zalewski, and H. Zduńczuk
Source code and the input and output files of the
last published version HFODD (v2.49t) are available from
Computer Physics Communications Program Library
Attention: the new version supersedes all previous versions of the code
N. Schunck, J. Dobaczewski, J. McDonnell, W. Satuła, J.A. Sheikh, A. Staszczak,
M. Stoitsov, and P. Toivanen
Solution of the Skyrme-Hartree-Fock-Bogolyubov equations in the Cartesian deformed harmonic-oscillator basis. (VII) HFODD (v2.49t): a new version of the program
Computer Physics Communications, Volume 183, Issue 1, January 2012, Pages 166-192
J. Dobaczewski, B.G. Carlsson, J. Dudek, J. Engel, P. Olbratowski, P. Powałowski,
M. Sadziak, J. Sarich, W. Satuła, N. Schunck, A. Staszczak, M. Stoitsov,
M. Zalewski, and H. Zduńczuk
HFODD (v2.40h): User's Guide
arXiv/0909.3626
J. Dobaczewski, W. Satuła, B.G. Carlsson, J. Engel, P. Olbratowski, P. Powałowski,
M. Sadziak, J. Sarich, N. Schunck, A. Staszczak, M. Stoitsov,
M. Zalewski, and H. Zduńczuk
Solution of the Skyrme-Hartree-Fock-Bogolyubov equations in the Cartesian deformed harmonic-oscillator basis. (VI) HFODD (v2.40h): a new version of the program
Computer Physics Communications, Volume 180, Issue 11, November 2009, Pages 2361-2391
J. Dobaczewski, W. Satuła, B.G. Carlsson, J. Engel, P. Olbratowski, P. Powałowski,
M. Sadziak, J. Sarich, N. Schunck, A. Staszczak, M. Stoitsov, M. Zalewski, and H. Zduńczuk
Solution of the Skyrme-Hartree-Fock-Bogolyubov equations in the Cartesian deformed harmonic-oscillator basis. (VI) HFODD (v2.38j): a new version of the program
arXiv:0903.1020
J. Dobaczewski and P. Olbratowski
Solution of the Skyrme–Hartree–Fock–Bogolyubov equations in the Cartesian deformed harmonic-oscillator basis. (V) (v2.08k): a new version of the program
Computer Physics Communications, Volume 167, Issue 3, 1 May 2005, Pages 214-216
J. Dobaczewski and P. Olbratowski
Solution of the Skyrme–Hartree–Fock–Bogolyubov equations in the Cartesian deformed harmonic-oscillator basis. (IV) (v2.08i): a new version of the program
Computer Physics Communications, Volume 158, Issue 3, 15 April 2004, Pages 158-191
J. Dobaczewski and J. Dudek
Solution of the Skyrme–Hartree–Fock equations in the Cartesian deformed harmonic-oscillator basis. (III) HFODD (v1.75r): a new version of the program
Computer Physics Communications, Volume 131, Issues 1-2, 1 September 2000, Pages 164-186
J. Dobaczewski and J. Dudek
Solution of the Skyrme-Hartree-Fock equations in the Cartesian deformed harmonic oscillator basis II. The program HFODD
Computer Physics Communications, Volume 102, Issues 1-3, 2 May 1997, Pages 183-209
J. Dobaczewski and J. Dudek
Solution of the Skyrme-Hartree-Fock equations in the Cartesian deformed harmonic oscillator basis I. The method
Computer Physics Communications, Volume 102, Issues 1-3, 2 May 1997, Pages 166-182
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Last modified: October 11, 2016