Critical behavior and resonance excitation in the thermodynamics of extended hadrons

Dixit VV, Karsch F, Satz H (1981)
Physics Letters, B 101(6): 412-416.

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Zeitschriftenaufsatz | Veröffentlicht | Englisch
Abstract / Bemerkung
A system of spatially extended non-interacting hadrons generally leads at sufficiently high density to a phase transition from "gas" to "solid". Here we study the effect of interaction, in form of an exponential resonance excitation spectrum (dual resonance model, statistical bootstrap model), on this phenomenon. While the presence of resonances significantly lowers the critical temperature, the finite size of the hadrons prevents the occurrence of the thermodynamic singularity associated with an exponential resonance spectrum in the case of point-like constituents.
Erscheinungsjahr
Zeitschriftentitel
Physics Letters, B
Band
101
Zeitschriftennummer
6
Seite
412-416
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Dixit VV, Karsch F, Satz H. Critical behavior and resonance excitation in the thermodynamics of extended hadrons. Physics Letters, B. 1981;101(6):412-416.
Dixit, V. V., Karsch, F., & Satz, H. (1981). Critical behavior and resonance excitation in the thermodynamics of extended hadrons. Physics Letters, B, 101(6), 412-416. doi:10.1016/0370-2693(81)90165-9
Dixit, V. V., Karsch, F., and Satz, H. (1981). Critical behavior and resonance excitation in the thermodynamics of extended hadrons. Physics Letters, B 101, 412-416.
Dixit, V.V., Karsch, F., & Satz, H., 1981. Critical behavior and resonance excitation in the thermodynamics of extended hadrons. Physics Letters, B, 101(6), p 412-416.
V.V. Dixit, F. Karsch, and H. Satz, “Critical behavior and resonance excitation in the thermodynamics of extended hadrons”, Physics Letters, B, vol. 101, 1981, pp. 412-416.
Dixit, V.V., Karsch, F., Satz, H.: Critical behavior and resonance excitation in the thermodynamics of extended hadrons. Physics Letters, B. 101, 412-416 (1981).
Dixit, V. V., Karsch, Frithjof, and Satz, Helmut. “Critical behavior and resonance excitation in the thermodynamics of extended hadrons”. Physics Letters, B 101.6 (1981): 412-416.
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