Bulletin of the American Physical Society
2018 Annual Meeting of the Far West Section
Volume 63, Number 17
Thursday–Saturday, October 18–20, 2018; Cal State Fullerton, Fullerton, California
Session E03: Poster Session 3
10:30 AM,
Saturday, October 20, 2018
Titan Student Union
Room: Pavillion A
Chair: Joshua Smith, California State University, Fullerton
Abstract ID: BAPS.2018.FWS.E03.16
Abstract: E03.00016 : Neutron Star: Equations of State, Phase Transitions, and the MIT Bag Model
Presenter:
Marc Salinas
(CSULB)
Authors:
Marc Salinas
(CSULB)
Thomas Klaehn
(CSULB)
Collaboration:
Marc Salinas1, Thomas Klaehn, Ph.D.1, Prashanth Jaikumar, Ph.D.1, and Wei Wei, Ph.D.2 1Department of Physics, California State University, Long Beach, Long Beach, CA 908402College of Science, Huazhong Agricultural Universit
Neutron stars are among the densest objects in the universe. The uncertainty of the internal structure of these stars have led to different ideas for modeling the core of these stars. Such different structures investigated include a purely nuclear core and a core composed of two layers, an inner quark plasma and a nuclear outer core. To model the quark core, the MIT bag model EoS will be explored to see the effect the bag pressure constant has on the different possible star configurations. With an equation of state for both the nuclear and quark layers of the core, we can assume the star is in an equilibrated state and perform a maxwell construction for the phase transition from nuclear to quark matter. Although the core is the main focus of the research, the crust is also explored, as well as it's resulting effect on the Mass and Radius. The results are different Mass-Radius curves that we can compare with observation and high energy collision experiments. In the meantime, a more sophisticated extended MIT bag model is currently being explored where vector interactions are taken into account and the resulting star configurations can vary dramatically.
To cite this abstract, use the following reference: http://meetings.aps.org/link/BAPS.2018.FWS.E03.16
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