Last call for RHIC predictions

S. A. Bass; M. Bleicher; W. Cassing; A. Dumitru; H. J. Drescher; K. J. Eskola; M. Gyulassy; D. Kharzeev; Y. V. Kovchegov; Z. Lin; D. Molnar; J. Y. Ollitrault; S. Pratt; B. R. Schlei; H. Sorge; J. Rafelski; R. Rapp; D. H. Rischke; J. B. Schaffner; A. M. Snigirev; D. K. Srivastava; J. Stachel; D. Teaney; R. Thews; S. E. Vance; I. Vitev; R. Vogt; X. N. Wang; B. Zhang; J. Zimányi

doi:10.1016/S0375-9474(99)85024-6

Last call for RHIC predictions

S. A. Bass, M. Bleicher, W. Cassing, A. Dumitru, H. J. Drescher, K. J. Eskola, M. Gyulassy, D. Kharzeev, Y. V. Kovchegov, Z. Lin, D. Molnar, J. Y. Ollitrault, S. Pratt, B. R. Schlei, H. Sorge, J. Rafelski, R. Rapp, D. H. Rischke, J. B. Schaffner, A. M. SnigirevD. K. Srivastava, J. Stachel, D. Teaney, R. Thews, S. E. Vance, I. Vitev, R. Vogt, X. N. Wang, B. Zhang, J. Zimányi

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

106 Scopus citations

Original language	English (US)
Pages (from-to)	205-260
Number of pages	56
Journal	Nuclear Physics A
Volume	661
Issue number	1-4
DOIs	https://doi.org/10.1016/S0375-9474(99)85024-6
State	Published - Dec 27 1999

ASJC Scopus subject areas

Nuclear and High Energy Physics

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10.1016/S0375-9474(99)85024-6

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Bass, S. A., Bleicher, M., Cassing, W., Dumitru, A., Drescher, H. J., Eskola, K. J., Gyulassy, M., Kharzeev, D., Kovchegov, Y. V., Lin, Z., Molnar, D., Ollitrault, J. Y., Pratt, S., Schlei, B. R., Sorge, H., Rafelski, J., Rapp, R., Rischke, D. H., Schaffner, J. B., ... Zimányi, J. (1999). Last call for RHIC predictions. Nuclear Physics A, 661(1-4), 205-260. https://doi.org/10.1016/S0375-9474(99)85024-6

Bass, SA, Bleicher, M, Cassing, W, Dumitru, A, Drescher, HJ, Eskola, KJ, Gyulassy, M, Kharzeev, D, Kovchegov, YV, Lin, Z, Molnar, D, Ollitrault, JY, Pratt, S, Schlei, BR, Sorge, H, Rafelski, J, Rapp, R, Rischke, DH, Schaffner, JB, Snigirev, AM, Srivastava, DK, Stachel, J, Teaney, D, Thews, R, Vance, SE, Vitev, I, Vogt, R, Wang, XN, Zhang, B & Zimányi, J 1999, 'Last call for RHIC predictions', Nuclear Physics A, vol. 661, no. 1-4, pp. 205-260. https://doi.org/10.1016/S0375-9474(99)85024-6

@article{8aff6a1ee27845b08cef923237e19af2,

title = "Last call for RHIC predictions",

author = "Bass, {S. A.} and M. Bleicher and W. Cassing and A. Dumitru and Drescher, {H. J.} and Eskola, {K. J.} and M. Gyulassy and D. Kharzeev and Kovchegov, {Y. V.} and Z. Lin and D. Molnar and Ollitrault, {J. Y.} and S. Pratt and Schlei, {B. R.} and H. Sorge and J. Rafelski and R. Rapp and Rischke, {D. H.} and Schaffner, {J. B.} and Snigirev, {A. M.} and Srivastava, {D. K.} and J. Stachel and D. Teaney and R. Thews and Vance, {S. E.} and I. Vitev and R. Vogt and Wang, {X. N.} and B. Zhang and J. Zim{\'a}nyi",

note = "Funding Information: to the initial elliptic shape of the matter distribution. For a simple resonance gas EoS the HBT Radii show little energy dependence, while for an EoS with the phase transition the Radii increase steadily with beam energy. The rapid increase of Rz~ can be understood qualitatively. The nutshells separate at higher collision energies and leave a large homogeneous region in the center. The constancy of R~ for an ideal gas EoS reflects the energy gradients in the final distribution. For an EoS with a phase transition, the source function is {"}box{"} like and the {"}box{"} increases in size, while for an ideal gas EoS the source function is more gaussian. Other signatures of the nutcracker flow were presented in \[1\]and similar qualitative features were found by \[8,10\]. Acknowledgments: Work supported by U.S. DOE, under Contract No. DE-FG02-88ER4038.",

year = "1999",

month = dec,

day = "27",

doi = "10.1016/S0375-9474(99)85024-6",

language = "English (US)",

volume = "661",

pages = "205--260",

journal = "Nuclear Physics A",

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TY - JOUR

T1 - Last call for RHIC predictions

AU - Bass, S. A.

AU - Bleicher, M.

AU - Cassing, W.

AU - Dumitru, A.

AU - Drescher, H. J.

AU - Eskola, K. J.

AU - Gyulassy, M.

AU - Kharzeev, D.

AU - Kovchegov, Y. V.

AU - Lin, Z.

AU - Molnar, D.

AU - Ollitrault, J. Y.

AU - Pratt, S.

AU - Schlei, B. R.

AU - Sorge, H.

AU - Rafelski, J.

AU - Rapp, R.

AU - Rischke, D. H.

AU - Schaffner, J. B.

AU - Snigirev, A. M.

AU - Srivastava, D. K.

AU - Stachel, J.

AU - Teaney, D.

AU - Thews, R.

AU - Vance, S. E.

AU - Vitev, I.

AU - Vogt, R.

AU - Wang, X. N.

AU - Zhang, B.

AU - Zimányi, J.

N1 - Funding Information: to the initial elliptic shape of the matter distribution. For a simple resonance gas EoS the HBT Radii show little energy dependence, while for an EoS with the phase transition the Radii increase steadily with beam energy. The rapid increase of Rz~ can be understood qualitatively. The nutshells separate at higher collision energies and leave a large homogeneous region in the center. The constancy of R~ for an ideal gas EoS reflects the energy gradients in the final distribution. For an EoS with a phase transition, the source function is "box" like and the "box" increases in size, while for an ideal gas EoS the source function is more gaussian. Other signatures of the nutcracker flow were presented in \[1\]and similar qualitative features were found by \[8,10\]. Acknowledgments: Work supported by U.S. DOE, under Contract No. DE-FG02-88ER4038.

PY - 1999/12/27

Y1 - 1999/12/27

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U2 - 10.1016/S0375-9474(99)85024-6

DO - 10.1016/S0375-9474(99)85024-6

M3 - Article

AN - SCOPUS:0033611208

SN - 0375-9474

VL - 661

SP - 205

EP - 260

JO - Nuclear Physics A

JF - Nuclear Physics A

IS - 1-4

ER -

Last call for RHIC predictions

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