Effect of energy conservation on in-medium $\mbox{NN}\to \mbox{N}Δ$ cross section in isospin-asymmetric nuclear matter
arXiv:1810.07854 · doi:10.1103/PhysRevC.98.054605
Abstract
In this paper, the in-medium cross section is calculated in the framework of the one-boson exchange model by including the isovector mesons, i.e. and mesons. Due to the isospin exchange in the process, the vector self-energies of the outgoing particles are modified relative to the incoming particles in isospin asymmetric nuclear matter, and it leads to the effective energies of the incoming pair being different from the outgoing pair. This effect is investigated in the calculation of the in-medium cross section. With the corrected energy conservation, the cross sections of the and channels are suppressed, and the cross sections of the and channels are enhanced relative to the results obtained without properly considering the potential energy changes. Our results further confirm the dependence of medium correction factor, , on the charge state of especially around the threshold energy, but the isospin splitting of medium correction factor becomes weak at high beam energies.
arXiv comment8 pages, 5 figures, accepted by Phys.Rev.c
References in corpus (25)
- Relativistic Mean-Field Hadronic Models under Nuclear Matter Constraints
- Circumstantial evidence for a soft nuclear symmetry energy at supra-saturation densities
- Nucleon-nucleon cross sections in neutron-rich matter and isospin transport in heavy-ion reactions at intermediate energies
- Symmetry energy from elliptic flow in 197Au + 197Au
- Systematics of pion emission in heavy ion collisions in the 1A GeV regime
- Probing high-density behavior of symmetry energy from pion emission in heavy-ion collisions
- Elliptic flow and system size dependence of transition energies at intermediate energies
- Nuclear Stopping as A Probe to In-medium Nucleon-nucleon Cross Section in Intermediate Energy Heavy Ion Collisions
- Subthreshold pion production within a transport description of central Au+Au collisions
- Aspects of particle production in isospin asymmetric matter
- In-medium NN cross sections determined from stopping and collective flow in intermediate-energy heavy-ion collisions
- The impact of energy conservation in transport models on the multiplicity ratio in heavy-ion collisions and the symmetry energy
- Systematic calculation of s-wave pion and kaon self-energies in asymmetric nuclear matter
- In-medium effects for nuclear matter in the Fermi energy domain
- Probing neutron-proton dynamics by pions
- Medium effects on pion production in heavy ion collisions
- The Influence of in-medium NN cross-sections, symmetry potential and impact parameter on the isospin observables
- The N N -> N Delta cross section in nuclear matter
- Constraining the density dependence of the symmetry energy using the multiplicity and average ratios of charged pions
- Neutron stars with isovector scalar correlations
- Isospin-dependent pion in-medium effects on charged pion ratio in heavy ion collisions
- Symmetry potential of resonance and its effects on the ratio in heavy-ion collisions near the pion production threshold
- The isospin dependent nucleon-nucleon inelastic cross section in the nuclear medium
- Isospin effects on rotational flow in intermediate energy heavy ion collisions
- Influence of differential elastic nucleon-nucleon cross section on stopping and collective flows in heavy-ion collisions at intermediate energies
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- Progress of Quantum Molecular Dynamics model and its applications in Heavy Ion Collisions
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- Pion production and absorption in heavy-ion collisions
- The influence of meson on the isospin splitting of in-medium cross sections
- Probing in-medium nucleon-nucleon inelastic scattering cross section by using energetic n/p ratio
- Nucleon- elastic cross section in isospin-asymmetric nuclear medium with inclusion of scalar-isovector meson field
- In-medium pion dispersion relation and medium correction of near the threshold energy of pion production