TL;DR
This paper introduces a novel method for modeling stationary, differentially rotating neutron stars with non-barotropic equations of state, extending previous models and confirming their stability through numerical evolution.
Contribution
It extends the relativistic Euler equation potential formulation to non-barotropic neutron stars and implements this into the XNS code for the first time.
Findings
Successfully constructed non-barotropic neutron star models.
Demonstrated stability of models through dynamical evolution.
Extended the theoretical framework for neutron star modeling.
Abstract
Neutron stars provide an excellent laboratory for physics under the most extreme conditions. Up to now, models of axisymmetric, stationary, differentially rotating neutron stars were constructed under the strong assumption of barotropicity, where a one-to-one relation between all thermodynamic quantities exists. This implies that the specific angular momentum of a matter element depends only on its angular velocity. The physical conditions in the early stages of neutron stars, however, are determined by their violent birth processes, typically a supernova or in some cases the merger of two neutron stars, and detailed numerical models show that the resulting stars are by no means barotropic. Here, we construct models for stationary, differentially rotating, non-barotropic neutron stars, where the equation of state and the specific angular momentum depend on more than one independent…
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