Systematic study of the energy of vanishing flow: Role of equations of state and cross sections
arXiv:1004.0502 · doi:10.1103/PhysRevC.73.067602
Abstract
We present a systematic study of the energy of vanishing flow by considering symmetric colliding nuclei (between C and U) at normalized impact parameters using variety of equations of state (with and without momentum dependent interactions) as well as different nucleon-nucleon cross sections. A perfect power law mass dependence is obtained in all the cases which passes through calculated points nicely. Further, the choice of impact parameter affects the energy of vanishing flow drastically, demanding a very accurate measurement of the impact parameter. However, the energy of vanishing flow is less sensitive towards the equation of state as well as its momentum dependence.
arXiv comment9 pages, 2 figures
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- Role of density dependent symmetry energy in nuclear stopping
- Experimental balance energies and isospin-dependent nucleon-nucleon cross-sections
- Model ingredients and peak mass production in heavy-ion collisions
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- Influence of density dependent symmetry energy on Elliptical flow
- Role of colliding geometry on the balance energy of mass-asymmetric systems
- Role of the mass asymmetry of reaction on the geometry of vanishing flow
- On the density and temperature of neutron-rich systems at the energy of vanishing flow in heavy-ion collisions
- Multifragmentation at the balance energy of mass asymmetric colliding nuclei
- N/Z and N/A dependence of balance energy as a probe of symmetry energy in heavy-ion collisions
- The study of multifragmentation around transition energy in intermediate energy heavy-ion collisions
- Impact parameter dependence of the isospin effects and mass dependence of balance energy