Effects of modified dispersion relations on free Fermi gas: equations of state and applications in astrophysics
arXiv:2110.00371 · doi:10.1016/j.physletb.2021.136684
Abstract
Deformed dispersion relations are considered in the study of equations of state of Fermi gas with applications to compact objects. Different choices of deformed energy relations are used in the formulation of our model. As a first test, we consider a relativistic star with a simple internal structure. The mass-radius diagrams obtained suggest a positive influence of deformed Fermi gas, depending of the functions employed. In addition, we comment on how realistic equations of state, in which interactions between nucleons are taken into account, can be addressed.
References in corpus (6)
- Relativistic effective interaction for nuclei, giant resonances, and neutron stars
- The Generalized Uncertainty Principle in (A)dS Space and the Modification of Hawking Temperature from the Minimal Length
- Photon Gas Thermodynamics in Doubly Special Relativity
- Landau Levels in the Presence of a Cosmic String in Rainbow Gravity
- White dwarfs as test objects of Lorentz violations
- Thermodynamics of a photon gas and deformed dispersion relations