STRING BARYON MODEL TRIANGLE

In this paper, consideration is given to a baryon model in which three material points (quarks) are pairwise connected by relativistic strin gs forming a curvilinear triangle. For this model, we found and studie d classical solutions corresponding to a uniform rotation of the syste m in a plane about the center of mass. Along with the simplest state-a rotating curvilinear triangle with smooth sides-there can be more com plicated configurations characterized by the motion, at the velocity o f light, of some interior massless points of the string. In the limit, the closed string takes the form of a rotating hypocycloid as the qua rk masses tend to zero. The possibility of describing baryon states on Regge trajectories with the help of the above-mentioned solutions is analyzed.