Constructing the phase diagram of finite neutral nuclear matter
Physical Review C2003Vol. 67(2)
Citations Over TimeTop 10% of 2003 papers
J. B. Elliott, L. G. Moretto, L. Phair, G.J. Wozniak, S. Albergo, F. Bieser, F. P. Brady, Z. Caccia, D. Cebra, A. D. Chacon, J. L. Chance, Y. Choi, S. Costa, M. L. Gilkes, J. A. Hauger, A. Hirsch, E. Hjort, A. Insolia, M. Justice, D. Keane, J. C. Kintner, V. Lindenstruth, M. A. Lisa, H. S. Matis, M. A. McMahan, C. McParland, W. F. J. Müller, D. Olson, M. D. Partlan, N. Porile, R. Potenza, G. Rai, John Rasmussen, H. G. Ritter, J. Romański, J. L. Romero, G.V. Russo, H. Sann, R. P. Scharenberg, A. Scott, Y. Shao, B. K. Srivastava, T. J. M. Symons, M. Tincknell, C. Tuvé, S. Wang, Penny Warren, H. H. Wieman, T. Wienold, K. Wolf
Abstract
The fragment yields from the multifragmentation of gold, lanthanum, and krypton nuclei obtained by the EOS Collaboration are examined in terms of Fisher's droplet formalism modified to account for Coulomb energy. The critical exponents $\ensuremath{\sigma}$ and $\ensuremath{\tau}$ and the surface energy coefficient ${c}_{0}$ are obtained. Estimates are made of the pressure-temperature and temperature-density coexistence curve of finite neutral nuclear matter as well as the location of the critical point.
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