Modified MIT bag Models—part I: Thermodynamic consistency, stability windows and symmetry group
Luiz L. Lopes, Carline Biesdorf, Débora P. Menezes
Abstract
Abstract In this work we study different variations of the MIT bag model. We start with the so called non-ideal bag model and discuss it in detail. Then we implement a vector interaction in the MIT bag model that simulates a meson exchange interaction and fix the quark-meson coupling constants via symmetry group theory. At the end we propose an original model, inspired by the Boguta-Bodmer models, which allows us to control the repulsion interaction at high densities. For each version of the model we obtain a stability window as predicted by the Bodmer-Witten conjecture and discuss its thermodynamic consistency.
Topics & Concepts
Consistency (knowledge bases)Stability (learning theory)PhysicsSymmetry (geometry)ConjectureGroup (periodic table)QuarkCoupling (piping)Theoretical physicsStatistical physicsParticle physicsMathematicsPure mathematicsQuantum mechanicsComputer scienceDiscrete mathematicsEngineeringGeometryMachine learningMechanical engineeringQuantum Chromodynamics and Particle InteractionsBlack Holes and Theoretical PhysicsPhysics of Superconductivity and Magnetism