Approximation of Reproduced Dependences of Scale Factor and Orientation Matrix of Measuring Axes of a Three-Axis Quasi-Four-Frequency Zeeman Laser Gyro
Authors: Eremin L.V., Zubov A.G. , Kolbas Yu.Yu., Solovieva T.I. | Published: 17.08.2013 |
Published in issue: #2(91)/2013 | |
DOI: | |
Category: Informatics & Computing Technology | |
Keywords: Zeeman ring laser, gyro, scale factor, matrix of orientation of the measuring axes |
Dependences of scale factor and orientation matrix of measuring axes of three-axis quasi-four-frequency Zeeman laser gyro upon the angular speed of rotation are considered. It is found that the temperature dependence of the scale factor is determined by change in the gain loop width of the laser фсешму medium and by the resonator s linear extension, which is well approximated with a linear function. Similarly, the change in orientation of measuring axes of a laser gyro, which is determined by the elastic thermal restraints, can be described. At the same time the dependence of the scale factor on the angular speed of rotation is determined by the static area of capture and by change in losses in the resonator (frequency offset) during the transfer from one generation mode to another and by variation in temperature.
References
[1] Dmitriev V.G., Golyaev Yu.D., Vinokurov Yu.A., Kolbas Yu.Yu., Tikhmenev N.V. Highprecision laser gyro. Mater. 15 Mezhdunar. Konf. Integr. Navig. Sist. [Proc. 15th Int. Conf. Integr. Navig. Syst.]. St. Petersburg, 2008 (in Russ.).
[2] Seregin V.V., Kukuev R.M. Lazernye girometry i ikh primenenie [Laser gyrometers and their application]. Moscow, Mashinostroenie Publ., 1990. 287 p.
[3] Golyaev Yu.D., Dmitriev V.G., Zverev G.M. The second generation of laser gyroscopes. Voennyi Parad [Mil. Parade], 2003, vol. 3, no. 57, pp. 96–97 (in Russ.).
[4] Aronowitz F. The laser giro. Laser applications. London, Academic Press, 1971, pp. 133–194. (Russ. ed.: Aronovits F. Lazernyy giroskop. Primenenie lazerov. Moscow, Mir Publ., 1974, pp. 182–263.).
[5] Privalov V.E. Gazorazryadnye lazery v izmeritel’nykh kompleksakh [Gas-discharge lasers in measurement systems]. Leningrad, Sudostroenie Publ., 1989. 259 p.
[6] Khromykh A.M., Yakushev A.I. The influence of resonance radiation trapping on the Zeeman effect in a ring laser. Kvantovaya electron. [Quantum Electron.], 1977, vol. 4, no. 1, pp. 18–21 (in Russ.).
[7] Golyaev Yu.D., Kolbas Yu.Yu., Solov’eva T.I., Meshcheryakov B.T. Sposob opredeleniya masshtabnogo koeffitsienta kol’tsevogo lazera [The way to determine the ring laser scale factor]. Patent RF, no. 1797432, 1993.
[8] Khromykh A.M. The dynamic characteristics of ring lasers with a periodic frequency support. Lazernaya Tekhnol. Optoelektron. [Laser Technol. Optoelectron.], 1990, vol. 53, no. 1, p. 11 (in Russ.).
[9] Nayda O.N., Rudenko V.V. The frequency response of a ring laser with a periodic frequency stand trapezoidal in shape. Lazernaya Tekhnol. Optoelektron. [Laser Technol. Optoelectron.], 1990, vol. 53, no. 1, p. 11 (in Russ.).