Theory of nonlinear Sagnac effect

Author:

Eliseev P.

Abstract

AbstractA nonlinear wave interaction is considered as a technique to increase the rotation sensitivity of the ring laser. The gyroscopic scale factor K is calculated in an active laser gyro with a dispersive medium. K is in reverse proportion to the group index n* = n + vdn/dv of the medium. In a monolithically-integrated GaAs ring laser, the value K ∼5000 is obtainable (radius ∼1 cm) in a linear case. In the presence of a strong wave, the dynamic nonlinear anomalous dispersion can provide an increase of K by 10–100 times in the vicinity of critical points where n* passes zero. An expression of K is derived for the nonlinear Sagnac effect. The nonlinear dispersion is discussed in terms of “slow/fast” light.

Publisher

Elsevier BV

Subject

Electrical and Electronic Engineering,Radiation,General Materials Science

Reference20 articles.

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3. A.M. Khromykh, “Ring generator in a rotating reference system”, Soviet Phys. JETP 23, 185–186 (1966).

4. E.J. Post, “Sagnac effect”, Rev. Mod. Phys. 39, 475–493 (1967).

5. A.P. Bogatov, P.G. Eliseev, and B.N. Sverdlov, “Injection laser with a ring resonator”, Short Commun. in Physics 8, 25–27 (1974). (in Russian)

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