4D-TExS: A new 4D lattice-QCD equation of state with extended density coverage

Although calculations of QCD thermodynamics from first-principle lattice simulations are limited to zero net-density due to the fermion sign problem, several methods have been developed to extend the equation of state (EoS) to finite values of the B, Q, S chemical potentials. Taylor expansion around...

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Main Authors: Jahan Johannes, Abuali Ahmed, Borsányi Szabolcs, Kahangirwe Micheal, Parotto Paolo, Pásztor Attila, Ratti Claudia, Shah Hitansh, Trabulsi Seth A.
Format: Article
Language:English
Published: EDP Sciences 2025-01-01
Series:EPJ Web of Conferences
Online Access:https://www.epj-conferences.org/articles/epjconf/pdf/2025/01/epjconf_sqm2024_06002.pdf
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author Jahan Johannes
Abuali Ahmed
Borsányi Szabolcs
Kahangirwe Micheal
Parotto Paolo
Pásztor Attila
Ratti Claudia
Shah Hitansh
Trabulsi Seth A.
author_facet Jahan Johannes
Abuali Ahmed
Borsányi Szabolcs
Kahangirwe Micheal
Parotto Paolo
Pásztor Attila
Ratti Claudia
Shah Hitansh
Trabulsi Seth A.
author_sort Jahan Johannes
collection DOAJ
description Although calculations of QCD thermodynamics from first-principle lattice simulations are limited to zero net-density due to the fermion sign problem, several methods have been developed to extend the equation of state (EoS) to finite values of the B, Q, S chemical potentials. Taylor expansion around µi = 0 (i = B, Q, S) enables to cover with confidence the region up to µi/T < 2.5. Recently, a new method has been developed to compute a 2D EoS in the (T, µB) plane. It was constructed through a T -expansion scheme (TExS), based on a resummation of the Taylor expansion, and is trusted up to densities around µB/T = 3.5. We present here the new 4D-TExS EoS, a generalization of the TExS to all 3 chemical potentials, expected to offer a larger coverage than the 4D Taylor expansion EoS. After explaining the basics of the T -Expansion Scheme and how it is generalized to multiple dimensions, we will present results for thermodynamic observables as functions of temperature and both finite baryon and strangeness chemical potentials.
format Article
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institution Kabale University
issn 2100-014X
language English
publishDate 2025-01-01
publisher EDP Sciences
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series EPJ Web of Conferences
spelling doaj-art-972674d4e0e14456aac3a030803204202025-02-05T10:53:02ZengEDP SciencesEPJ Web of Conferences2100-014X2025-01-013160600210.1051/epjconf/202531606002epjconf_sqm2024_060024D-TExS: A new 4D lattice-QCD equation of state with extended density coverageJahan Johannes0Abuali Ahmed1Borsányi Szabolcs2Kahangirwe Micheal3Parotto Paolo4Pásztor Attila5Ratti Claudia6Shah Hitansh7Trabulsi Seth A.8Department of Physics, University of HoustonDepartment of Physics, University of HoustonDepartment of Physics, Wuppertal UniversityDepartment of Physics, University of HoustonDipartimento di Fisica, Università di Torino and INFN Torino, Via P. Giuria 1Institute for Theoretical Physics, ELTE Eötvös Loránd UniversityDepartment of Physics, University of HoustonDepartment of Physics, University of HoustonDepartment of Physics, University of HoustonAlthough calculations of QCD thermodynamics from first-principle lattice simulations are limited to zero net-density due to the fermion sign problem, several methods have been developed to extend the equation of state (EoS) to finite values of the B, Q, S chemical potentials. Taylor expansion around µi = 0 (i = B, Q, S) enables to cover with confidence the region up to µi/T < 2.5. Recently, a new method has been developed to compute a 2D EoS in the (T, µB) plane. It was constructed through a T -expansion scheme (TExS), based on a resummation of the Taylor expansion, and is trusted up to densities around µB/T = 3.5. We present here the new 4D-TExS EoS, a generalization of the TExS to all 3 chemical potentials, expected to offer a larger coverage than the 4D Taylor expansion EoS. After explaining the basics of the T -Expansion Scheme and how it is generalized to multiple dimensions, we will present results for thermodynamic observables as functions of temperature and both finite baryon and strangeness chemical potentials.https://www.epj-conferences.org/articles/epjconf/pdf/2025/01/epjconf_sqm2024_06002.pdf
spellingShingle Jahan Johannes
Abuali Ahmed
Borsányi Szabolcs
Kahangirwe Micheal
Parotto Paolo
Pásztor Attila
Ratti Claudia
Shah Hitansh
Trabulsi Seth A.
4D-TExS: A new 4D lattice-QCD equation of state with extended density coverage
EPJ Web of Conferences
title 4D-TExS: A new 4D lattice-QCD equation of state with extended density coverage
title_full 4D-TExS: A new 4D lattice-QCD equation of state with extended density coverage
title_fullStr 4D-TExS: A new 4D lattice-QCD equation of state with extended density coverage
title_full_unstemmed 4D-TExS: A new 4D lattice-QCD equation of state with extended density coverage
title_short 4D-TExS: A new 4D lattice-QCD equation of state with extended density coverage
title_sort 4d texs a new 4d lattice qcd equation of state with extended density coverage
url https://www.epj-conferences.org/articles/epjconf/pdf/2025/01/epjconf_sqm2024_06002.pdf
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