Multicomponent van der Waals equation of state: Applications in nuclear and hadronic physics
arXiv:1707.09215 · doi:10.1103/PhysRevC.96.045202
Abstract
A generalization of the quantum van der Waals equation of state for a multi-component system in the grand canonical ensemble is proposed. The model includes quantum statistical effects and allows to specify the parameters characterizing repulsive and attractive forces for each pair of particle species. The model can be straightforwardly applied to the description of asymmetric nuclear matter and also for mixtures of interacting nucleons and nuclei. Applications of the model to the equation of state of an interacting hadron resonance gas are discussed.
20 pages, 5 figures, presentation improved, misprints corrected, version accepted for publication in Physical Review C
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Cited by in corpus (13)
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- Dense and Hot QCD at Strong Coupling
- Hadron resonance gas with van der Waals interactions
- Light nuclei in the hadron resonance gas
- Equation of state of neutron star matter and its warm extension with an interacting hadron resonance gas
- Chiral condensate and the equation of state at nonzero baryon density from the hadron resonance gas model with a repulsive mean field
- Recent astrophysical observations reproduced by a short-range correlated van der Waals-type model?
- Quantum statistics effects near the critical point in systems with different inter-particle interactions
- Constraining the hadronic spectrum and repulsive interactions in a hadron resonance gas via fluctuations of conserved charges
- Correlations between nuclear incompressibility, liquid-gas critical point, and quarkyonic transition
- Lattice-based equation of state with a critical point from constant entropy contours and its comparison to effective QCD approaches
- Multicomponent Van der Waals model of a nuclear fireball in the freeze-out stage
- Particle-number fluctuations near the critical point of nuclear matter