6 papers
Microscopic description of the fission process including intrinsic excitations. Part III: 240Pu fission dynamics along 1D asymmetric paths within the Schrodinger Collective Intrinsic Model
P. Carpentier, N. Pillet, R. N. Bernard +5
This last article of the trilogy focuses on the dynamical equation of the Schrodinger Collective-Intrinsic Model (SCIM). First, we motivate and discuss the need to regularize the a…
Microscopic description of the fission process including intrinsic excitations. Part II: 240Pu excited and asymmetric fission paths within the Schrodinger Collective
P. Carpentier, N. Pillet, R. N. Bernard +5
This second article of the trilogy presents the implementation of a third protocol, referred to as Continuous Deflation, designed to construct continuous and regular excited paths…
Microscopic description of the fission process including intrinsic excitations. Part I: 240Pu adiabatic and asymmetric fission path within the Schrodinger Collective Intrinsic Model
P. Carpentier, N. Pillet, R. N. Bernard +5
This article is the first in a trilogy aimed at presenting the first practical implementation of the Schrodinger Collective-Intrinsic Model (SCIM) applied to nuclear fission. Withi…
Probability distribution of observables from a Bogoliubov vacuum projected onto good particle number: application to scission configurations of an actinide
Alice Bernard, David Regnier, Junah Newsome +3
Nuclear fission dynamics described within nuclear energy density functional frameworks (EDF) have seen substantial advances in the last decade. Part of this success stems from proj…
Impact of finite-range spin-orbit and tensor terms in Gogny EDF
G. Zietek, N. Pillet, M. Anguiano +5
Energy Density Functionals are of major interest for the study of the atomic nucleus as, coupled with mean-field and beyond N-body approaches, they are applicable to the whole nucl…
HFB3: an axial HFB solver with Gogny forces using a 2-center HO basis (C++/Python)
N. Dubray, J. P. Ebran, P. Carpentier +7
The HFB3 program solves the axial nuclear Hartree-Fock-Bogoliubov (HFB) equations using bases formed by either one or two sets of deformed Harmonic Oscillator (HO) solutions with D…