Abstract
We consider the theory of undisturbablility of inertial systems of a new class constructed on the basis of improved gyro pendulums.
Similar content being viewed by others
References
M. Schuler, “Die Störung von Pendel and Kreiselapparaten durch die Beschleunigung des Fahrzeuges,” Physikalische Zeitschrift XXIV(16), 344–350 (1923).
V. A. Belenkiy, “On the Undisturbability of a Gyro Pendulum,” Giroskop. Navigats., No. 3 (66), 56–58 (2009).
V. A. Belenkiy, RF Patents Nos. 2 247 944 (February 20, 2003; Published on March 10, 2005), 2 247 324 (July 7, 2003; Published on February 27, 2005), 2 251 078 (October 21, 2003; Published on April 27, 2005), 2 256 879 (June 3, 2004; Published on July 20, 2005), 2 257 545 (July 21, 2004; Published on July 27, 2005), 2 272 995 (February 21, 2005; Published on March 27, 2006), 2 309 384 (December 27, 2005; Published on October 27, 2007), 2 315 956 (April 21, 2006; Published on January 27, 2008), 2 346 240 (August 08, 2007; Published on February 10, 2009).
V. A. Belenkiy, EU Patent No. EP1852681A1 (February 21, 2005; Published on November 7, 2007); Chinese Patent No. ZL200580048500.1 (December 21, 2005; Published on February 15, 2012); US Patent No. US7933717B2 (February 21, 2005; Published on April 26, 2011).
V. A. Belenkiy, “Inertial System with Linear Correction,” in Proceedings of 14th Intern. Conf. on Integrated Navigation Systems (TsNII “Electropribor,” St. Petersburg, 2007).
Author information
Authors and Affiliations
Corresponding author
Additional information
Original Russian Text © V.A. Belenkiy, 2013, published in Izvestiya Akademii Nauk. Mekhanika Tverdogo Tela, 2013, No. 6, pp. 27–32.
About this article
Cite this article
Belenkiy, V.A. On the undisturbability of inertial systems. Mech. Solids 48, 623–627 (2013). https://doi.org/10.3103/S0025654413060058
Received:
Published:
Issue Date:
DOI: https://doi.org/10.3103/S0025654413060058