2021
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Документ Відкритий доступ Frequency characteristic of a uniformly rotating laser gyro in exact and polynomial forms(КПІ ім. Ігоря Сікорського, 2021) Bondarenko, E. A.In some inertial navigation systems of a carousel type, laser gyros operate in regime of uniform rotation. For development of such systems and computer simulation of their work, one needs to have the “exact” (in wide range of angular velocities ) analytical expression for counterpropagating waves beat frequency () beat beat of uniformly rotating device. This expression may be obtained by solving the well-known system of laser gyro dynamic equations with accuracy to second order in parameters of counterpropagating waves linear coupling. But before use of such non-dithered laser gyros in the named inertial system, their metrological parameters (scale factors and null shifts) must be preliminary calibrated. For synthesis and qualitative analysis of methodical errors of the procedure of such calibration on a quickly rotating platform of a single-axis stand, one needs also to have the approximate analytical expression for counterpropagating waves beat frequency in the form of polynomial 4 ( 4) 3 ( 3) 2 ( 2) 1 (1) (0) ( 1) K K K K K K P beat with coefficients K(1) , ..., K(4) which involve parameters of the exact expression for beat . As analysis of the literature shows, the known expression for beat and the known relations for some of coefficients of polynomial P beat are not complete and, therefore, must be modified. In the paper, the result of such modification is presented.Документ Відкритий доступ Geometrical scale multiplier of the ring laser gyro with resonator containing a dielectric medium(КПІ ім. Ігоря Сікорського, 2021) Bondarenko, E. A.As analysis of the literature shows, there are at least six qualitatively different analytical expressions for geometrical scale multiplier g M of the ring laser gyro with a planar N -mirror resonator containing along all perimeter L a rigid dielectric medium with index of refraction 1/ 2 ( ) r r n . According to one of these expressions, the parameter g M is inversely proportional to quantity n . In the paper, – such expression for g M is confirmed.