Isospin dependence of isobaric ratio Y(3H)/Y(3He) and its relation to temperature

Details Isospin dependence of isobaric ratio Y(3H)/Y(3He) and its relation to temperature Isospin dependence of isobaric ratio Y(3H)/Y(3He) and its relation to temperature

2000-03-07

arxiv.org/abs/nucl-ex/0003004v4

Phys.Lett.B497:1-7,2001

Physics

Nuclear Physics

Nuclear Experiment

13 pages, 4 Postscript figures, elsart, accepted to Physics Letters B

Scientific paper

10.1016/S0370-2693(00)01318-6

A dependence of the isobaric ratio Y(3H)/Y(3He) on the N/Z ratio of the reconstructed quasiprojectile for the reaction of 28Si beam with 112,124Sn targets at two different projectile energies 30 and 50 MeV/nucleon is presented. We demonstrate a linear dependence of ln(Y(3H)/Y(3He)) on the quasiprojectile N/Z ratio and show the dependence of the slope on reconstructed excitation energy of the quasiprojectile. We relate this slope dependence at a given excitation energy to the temperature of the fragmenting system. Using the model assumptions of the statistical multifragmentation model, a method of temperature determination is proposed. A caloric curve is constructed and compared to the result of double isotope ratio method for the same set of data and to the results of other studies.

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