Effective mass constraints from heavy-ion collisions

ORAL

Abstract

Nucleons in dense nuclear matter appear to have reduced inertial masses due to momentum dependent interactions they experience with other nucleons. This reduction of their masses is often referred to as their effective mass, and at saturation density the masses are reduced to about 70% of their vacuum mass. In asymmetric matter the effective masses of neutrons (n) and protons (p) can be different, leading to an effective mass splitting. The sign and magnitude of this splitting is poorly constrained at densities away from saturation density.

Recent experiments at the National Superconducting Cyclotron Laboratory were performed to help constrain this effective mass splitting. By measuring the kinetic energy spectra of n and p, or analogously using measured 3He and 3H, this splitting can be extracted. Collisions of beams of 40,48Ca at 50 and 140 MeV/A impinged on targets of 58,64Ni and 112,124Sn. Light charged particles were detected in the upgraded High-Resolution Array and neutrons were detected in the Large-Area Neuron Array. I will present details about the experiment setup and then discuss some results on the spectral ratios.

Presenters

  • Kyle Wayne Brown

    Michigan State Univ

Authors

  • Kyle Wayne Brown

    Michigan State Univ

  • Zbigniew Chajecki

    Western Michigan Univ, Western Michigan University

  • Manyee Betty Tsang

    Michigan State Univ

  • William Gregory Lynch

    Michigan State Univ

  • Juan J Manfredi

    Michigan State Univ

  • Sean R Sweany

    Michigan State Univ

  • Kuan Zhu

    Michigan State Univ

  • Adam Anthony

    Michigan State Univ

  • Jin-Hee Chang

    Michigan State Univ

  • Daniele Dell'Aquila

    Michigan State Univ

  • Chi-En Teh

    Michigan State Univ

  • Jonathan E Barney

    Michigan State Univ

  • Justin B Estee

    Michigan State Univ

  • Chun Yuen Tsang

    Michigan State Univ

  • Mira Ghazali

    Michigan State Univ

  • Om Bhadra Khanal

    Western Michigan Univ