Abstract
A 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. © 2008 Association of Polish Electrical Engineers.
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CITATION STYLE
Eliseev, P. G. (2008). Theory of nonlinear Sagnac effect. Opto-Electronics Review, 16(2), 118–123. https://doi.org/10.2478/s11772-007-0031-7
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