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E-book
Author Zhou, Enping

Title Studying compact star equation of states with general relativistic initial data approach / Enping Zhou
Published Singapore : Springer, 2020

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Description 1 online resource (93 pages)
Series Springer Theses
Springer theses.
Contents Intro -- Supervisor's Foreword -- Preface -- Parts of this thesis have been published in the following journal articles: -- Acknowledgements -- Contents -- 1 Introduction -- 1.1 History of Numerical Relativity -- 1.2 3+1 Decompositon of the Spacetime -- 1.3 3+1 Decomposition of the Einstein Field Equations -- 1.4 Initial Data Problem -- 1.5 Hydrostatic Equilibrium for Initial Data Problem -- 1.6 Equation of State of Compact Stars -- 1.7 Numerical Code: cocal -- References -- 2 Tidal Deformability of Compact Stars -- 2.1 Introduction -- 2.2 Background
3.1.2 Constraints on NS EoS According to EM Counterparts of GW170817 -- 3.2 A More Consistent Constraint on NS MTOV -- 3.3 Uniformly Rotating Strange Stars -- 3.4 Maximum Mass of Rotating Strange Stars -- 3.4.1 Rotation Law -- 3.4.2 Critical Mass of Differentially Rotating Strange Stars -- 3.4.3 Critical Mass of Constant Angular Momentum Sequences -- 3.4.4 Configuration Types of Differentially Rotating Strange Star -- References -- 4 Triaxially Rotating Strange Stars -- 4.1 Background -- 4.2 Constructing Triaxially Rotating Strange Stars with cocal -- 4.3 Comparison with Triaxially Rotating NS
Summary This book focuses on the equation of state (EoS) of compact stars, particularly the intriguing possibility of the "quark star model." The EoS of compact stars is the subject of ongoing debates among astrophysicists and particle physicists, due to the non-perturbative property of strong interaction at low energy scales. The book investigates the tidal deformability and maximum mass of rotating quark stars and triaxially rotating quark stars, and compares them with those of neutron stars to reveal significant differences. Lastly, by combining the latest observations of GW170817, the book suggests potential ways to distinguish between the neutron star and quark star models
Notes "Doctoral thesis accepted by Peking University, Beijing, China."
Bibliography Includes bibliographical references
Notes Print version record
Subject Compact objects (Astronomy) -- Mathematical models
General relativity (Physics)
General relativity (Physics)
Form Electronic book
ISBN 9789811541513
9811541515