Phase Separation in Isotopic Fermi-Bose Mixtures
J. M. J. van Leeuwen, E. G. D. Cohen
Abstract
J. M. J. van Leeuwen, E. G. D. Cohen
Abstract
An isotopic mixture of fermions and bosons has been investigated at a given pressure, using the hard sphere diameter $a$ as a perturbation parameter. The results agree with those obtained before at a given density. To first order in $a$ it is found that above a critical pressure the mixture separates into two coexisting phases. The phase separation curve has its top on the $\ensuremath{\lambda}$ curve of the mixture. The phase separation remains incomplete at $T=0$ for a wide range of densities. The slopes at the top and the behavior near $T=0$ of the phase separation curve have been computed. Also the osmotic pressure of dilute solutions has been obtained.
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An isotopic mixture of fermions and bosons has been investigated at a given pressure, using the hard sphere diameter $a$ as a perturbation parameter. The results agree with those obtained before at a given density. To first order in $a$ it is found that above a critical pressure the mixture separates into two coexisting phases. The phase separation curve has its top on the $\ensuremath{\lambda}$ curve of the mixture. The phase separation remains incomplete at $T=0$ for a wide range of densities. The slopes at the top and the behavior near $T=0$ of the phase separation curve have been computed. Also the osmotic pressure of dilute solutions has been obtained.
Key concepts: Boson, Binodal, Fermion, Lambda, Physics, Phase (matter), Perturbation (astronomy), Condensed matter physics