Thermodynamics of hadrons: Delimiting the temperature

Joseph I. Kapusta; Keith A. Olive

doi:10.1016/0375-9474(83)90241-5

Thermodynamics of hadrons: Delimiting the temperature

Joseph I. Kapusta, Keith A. Olive

Physics and Astronomy (Twin Cities)

Research output: Contribution to journal › Article › peer-review

64 Scopus citations

Abstract

We assume an exponentially rising hadronic mass spectrum ∼exp (m/T₀) and consider means for avoiding a limiting temperature at T = T₀. It is possible to do so if the single-particle potential rises at least as fast as m, or if the finite size of hadrons is taken into account, or both. Applications to heavy ion collisions, the early universe and Monte Carlo simulations of the thermodynamics of lattice QCD are mentioned.

Original language	English (US)
Pages (from-to)	478-494
Number of pages	17
Journal	Nuclear Physics, Section A
Volume	408
Issue number	3
DOIs	https://doi.org/10.1016/0375-9474(83)90241-5
State	Published - Nov 7 1983

Bibliographical note

Funding Information:
J.I.K.‘s research at the University of Minnesota was supported by the US Departmento f Energy under contractD OE/DE-ACO2-79ER-10364.

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title = "Thermodynamics of hadrons: Delimiting the temperature",

abstract = "We assume an exponentially rising hadronic mass spectrum ∼exp (m/T0) and consider means for avoiding a limiting temperature at T = T0. It is possible to do so if the single-particle potential rises at least as fast as m, or if the finite size of hadrons is taken into account, or both. Applications to heavy ion collisions, the early universe and Monte Carlo simulations of the thermodynamics of lattice QCD are mentioned.",

author = "Kapusta, {Joseph I.} and Olive, {Keith A.}",

note = "Funding Information: J.I.K.{\textquoteleft}s research at the University of Minnesota was supported by the US Departmento f Energy under contractD OE/DE-ACO2-79ER-10364.",

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AU - Olive, Keith A.

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Y1 - 1983/11/7

N2 - We assume an exponentially rising hadronic mass spectrum ∼exp (m/T0) and consider means for avoiding a limiting temperature at T = T0. It is possible to do so if the single-particle potential rises at least as fast as m, or if the finite size of hadrons is taken into account, or both. Applications to heavy ion collisions, the early universe and Monte Carlo simulations of the thermodynamics of lattice QCD are mentioned.

AB - We assume an exponentially rising hadronic mass spectrum ∼exp (m/T0) and consider means for avoiding a limiting temperature at T = T0. It is possible to do so if the single-particle potential rises at least as fast as m, or if the finite size of hadrons is taken into account, or both. Applications to heavy ion collisions, the early universe and Monte Carlo simulations of the thermodynamics of lattice QCD are mentioned.

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Thermodynamics of hadrons: Delimiting the temperature

Abstract

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