For citation:
Arshinov A. I., Mudarisov R. R., Poizner B. N. Three Kerr nonlinear mediums in the ring interferometer: the importance of nonidentity. Izvestiya VUZ. Applied Nonlinear Dynamics, 1995, vol. 3, iss. 1, pp. 20-27.
Three Kerr nonlinear mediums in the ring interferometer: the importance of nonidentity
The simplified dynamics model of the nonlinear phase modulation in the ring interferometer, containing three nonlinear mediums, whose light fields are interdependent is considered. The quantitative measure of nonidentity of start velocities ΘV of the processes in the subsystems is proposed. The computer imitation has shown: 1 - attractor structure in phase space of multicomponent system depends on value of ΘV, and seven alternatives of system dynamics including nonperiodic, periodic, stationary processes are possible; 2 - when value of ΘV is order 10^-3 or less then duration ts of transitive stationary process in early evolution of multicomponent system depends on the value of ΘV as ts, =-Aln ΘV - B, in so doing the minimal value of ΘV (up 10 and including 10^-12) was not found; 3 - nonperiodic processes were disclosed only in the limited interval [0,1] of values ΘV.
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