Probing the symmetry energy from the nuclear isoscaling
arXiv:0804.1352 · doi:10.1103/PhysRevC.78.014605
Abstract
Using different parameterizations of the nuclear mass formula, we study the sensitivity of the isoscaling parameters to the mass formula employed in grand-canonical calculations. Previous works on isoscaling have suggested that the symmetry energy implied in such calculations is anomalously smaller than that suggested by fits to nuclear masses. We show that surface corrections to the symmetry energy naturally broadens the isotopic distribution thus allowing for values of the symmetry energy which more closely match those obtained from nuclear masses.
7 pages, 4 figures
References in corpus (23)
- Isotopic Scaling in Nuclear Reactions
- Isospin Fractionation in Nuclear Multifragmentation
- Surface Symmetry Energy
- Density dependence of the symmetry energy and the nuclear equation of state: A Dynamical and Statistical model perspective
- Isoscaling in Light-Ion Induced Reactions and its Statistical Interpretation
- The Thermodynamic Model for Nuclear Multifragmentation
- Experimental determination of the symmetry energy of a low density nuclear gas
- Isotopic Scaling and the Symmetry Energy in Spectator Fragmentation
- Isospin and symmetry energy effects on nuclear fragment production in liquid-gas type phase transition region
- Isotopic Scaling of Heavy Projectile Residues from the collisions of 25 MeV/nucleon 86Kr with 124Sn, 112Sn and 64Ni, 58Ni
- Symmetry energy and the isoscaling properties of the fragments produced in Ar, Ca + Fe, Ni reactions at 25 53 MeV/nucleon
- Isospin Effects in Nuclear Multifragmentation
- Effects of isospin and momentum dependent interactions on thermal properties of asymmetric nuclear matter
- Caloric Curves and Nuclear Expansion
- Modification of surface energy in nuclear multifragmentation
- Mass Parameterizations and Predictions of Isotopic Observables
- Isospin dependent thermodynamics of fragmentation
- Nuclear isotope thermometry
- Multifragmentation and the symmetry term of the nuclear equation of state
- Isoscaling bearing information on the nuclear caloric curve
- Nuclear matter symmetry energy from generalized polarizabilities: dependences on momentum, isospin, density and temperature
- Study of thermometers for measuring a microcanonical phase transition in nuclear fragmentation
- Effects of geometric constraints on the nuclear multifragmentation process
Cited by in corpus (23)
- Constraints on the density dependence of the symmetry energy
- Neutron skin thickness in droplet model with surface width dependence: indications of softness of the nuclear symmetry energy
- Dense Nuclear Matter Equation of State from Heavy-Ion Collisions
- Laboratory Tests of Low Density Astrophysical Equations of State
- Isospin dependent multifragmentation of relativistic projectiles
- Properties of the nuclear medium
- Statistical approach for supernova matter
- The many facets of the (non relativistic) Nuclear Equation of State
- The Nuclear Matter Symmetry Energy at
- The equation of state and symmetry energy of low density nuclear matter
- Comparison of statistical treatments for the equation of state for core-collapse supernovae
- Finite size effects in isobaric ratios
- Shear viscosity to entropy density ratio in nuclear multifragmentation
- Symmetry energy of fragments produced in multifragmentation
- Temperature effects in the nuclear isoscaling
- Influence of secondary decay on odd-even staggering of fragment cross sections
- The Statistical Multifragmentation Model with Skyrme Effective Interactions
- Isospin effects and the density dependence of the nuclear symmetry energy
- Ratio of shear viscosity to entropy density in multifragmentation of Au + Au
- Isoscaling in statistical fragment emission in an extended compound nucleus model
- Influence of the density of states on the odd-even staggering in the charge distribution of the emitted fragments
- Temperature dependence of nuclear matter generalized isovector symmetry energy with Skyrme-type interactions
- Isospin effects in a covariant transport approach to spallation reactions: Analysis of and reactions at 0.8, 1.2 and 1.6 GeV