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QMC model with density- and temperature- dependent quark masses. Wei-Liang Qian Fudan University. Outline. Motivation QHD models Bag model and QMC QMDTD QMDTD with mesons Numerical Result Conclusion. Motivation.
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QMC model with density- and temperature- dependent quark masses Wei-Liang Qian Fudan University
Outline • Motivation • QHD models • Bag model and QMC • QMDTD • QMDTD with mesons • Numerical Result • Conclusion
Motivation • To study nuclear matter in a model combining quark and meson degree of freedom • Dynamic confinement/deconfinement mechanism
QHD • QHD-I – a reasonable starting point for a study of nuclear matter
QHD • ZM (Derivative scalar coupling) • Improved ZM (Tensor coupling, isovector meson) • QHD – II (Local gauge, Higgs mechanism) • FST (Nonlinear Chiral, Broken Scale Invariance, Vector Dominance)
Bags and QMC • Bag and Soliton models • Two Extremes (MIT bag and Skyrme model)
Bags and QMC • Explicitly include meson degree of freedom --- Quark Meson Coupling (QMC) Model • Consists of Non-overlapping Nucleon Bags Bounding by self-consistent Exchange of Meson in MFA
Bags and QMC • MIT bag model Nonlinear boundary condition Linear boundary condition
Bags and QMC • QMC
Bags and QMC • QMC
Bags and QMC • QMC
Bags and QMC • QMC
Bags and QMC • QMC
Bags and QMC • Non-topological soliton model (F-L model) • Dynamical confinement/deconfinement mechanism
QMDTD with mesons • Explicitly include meson degree of freedom in QMDTD
Conclusion • A quark model for nuclear matter based on NTS model • Reproduce the bulk properties of nuclei • Dynamic deconfinement at Tc