QUANTIZATION OF THE SOLITON WITH A RHO-MESON IN THE NAMBU-JONA-LASINIO MODEL

We study the vector meson excitation spectra in the collective quantiz ation of the soliton in the NJL model with rho meson. The equations fo r the excitations are integral equations rather than the usual second- order differential equations. We solve these integral equations by dis cretizing the radial coordinates. Also, we compare the resulting spect ra with those obtained from the gradient expansion of the Dirac determ inant. We investigate the effect of the excitations on the moment of i nertia.