Study of Compact Stars and their Properties based on General Relativistic Core-Envelope Models
A. C. Khunt

TL;DR
This thesis investigates the properties, classification, and stability of neutron stars using general relativistic core-envelope models, revealing new insights into their structure, stability, and potential link to starquakes and gamma-ray bursts.
Contribution
It introduces a novel classification of compact stars based on radii and explores the effects of anisotropy and perturbations on their stability and starquake potential.
Findings
Classified neutron stars into three categories by radius.
Derived mass-radius relationships using Einstein's equations.
Linked envelope strain energy to gamma-ray burst energies.
Abstract
This thesis explores compact objects, particularly neutron stars, focusing on their properties, classification, and stability within the framework of general relativity. Two distinct studies are presented. The first study examines the properties of compact stars, including neutron stars, using an equation of state from a core-envelope model. By solving Einstein's equations with pseudo-spheroidal and spherically symmetric geometries, the mass-radius relationship is derived, leading to the classification of compact stars into three categories: highly compact self-bound stars (radii 9 km), normal neutron stars (radii 9--12 km), and soft matter neutron stars (radii 12--20 km). Other parameters such as Keplerian frequency, surface gravity, and gravitational redshift are also computed, offering insights into highly compact neutron stars with exotic compositions. The second study…
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Taxonomy
TopicsAstronomy and Astrophysical Research · Stellar, planetary, and galactic studies · Geophysics and Gravity Measurements
