Effective Vector Meson Masses in a Cutoff Field Theory

Abstract

Based on quantum hadrodynamics with a finite cutoff, the effective masses of vector mesons(\omega, \rho) in nuclear medium are calculated. We use a low-energy effective Lagrangian which is obtained by integrating high-energy quantum fluctuations. Although we use an artificial cutoff, the cutoff-dependence can be removed order by order. It is shown that there is a strong correlation between the effective \omega -meson mass and the effective nucleon mass at the normal density. It is also found that the effective \rho-meson mass m_\rho^* decreases as density increases. The rate of the decrease becomes smaller at high density. As a result, at the normal density, the m^*_\rho/m_\rho is 0.85 \sim 0.95.