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IssuesArchive of Issues2006-4pp.92-100

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Total articles in the database: 10864
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V. V. Perepelkin, "Rotation of the deformable Earth with moments of fluctuation-dissipation forces taken into account," Mech. Solids. 41 (4), 92-100 (2006)
Year 2006 Volume 41 Number 4 Pages 92-100
Title Rotation of the deformable Earth with moments of fluctuation-dissipation forces taken into account
Author(s) V. V. Perepelkin (Moscow)
Abstract We construct a spectral correlation model of fluctuations, caused by isotropic and nonisotropic fluctuation-dissipation perturbations, in the rotational motion of the deformable Earth. We obtain an algorithm for modeling and analyzing the spectral correlation characteristics of the Earth rotation. We present estimates of the level of perturbations resulting in significant corrections.
References
1.  L. D. Akulenko, S. A. Kumakshev, and Yu. G. Markov, "Modeling the motion of the pole of the deformable Earth," Doklady RAN, Vol. 379, No. 2, pp. 191-195, 2001.
2.  L. D. Akulenko, S. A. Kumakshev, and Yu. G. Markov, "Motion of the Earth pole," Doklady RAN, Vol. 382, No. 2, pp. 199-205, 2002.
3.  L. D. Akulenko, S. A. Kumakshev, and Yu. G. Markov, "Perturbed Earth rotation," Izv. RAN. MTT [Mechanics of Solids], No. 5, pp. 19-29, 2005.
4.  IERS Annual Reports, 1990 July 19991 bis 1999 July 2000. Central Burea of IERS. Observatoire de Paris. 2000 July 2001 bis 2002 July 2003. Verlag BKG Frankfurt am Main.
5.  Yu. G. Markov and I. N. Sinitsyn, "Influence of parametric fluctuation-dissipation forces on the motion of the Earth pole," Doklady RAN, Vol. 395, No. 1, pp. 51-54, 2004.
6.  V. Perepelkin and V. Belousov, "Nonlinear stochastic correlation model of the Earth pole," Journées 2003 Astronomy, Geodynamics and Solar System Dynamics: From Milliarcseconds to Microarcseconds, St.Petersburg, Russia, p. 54, 2003.
7.  Yu. G. Markov and I. N. Sinitsyn, "Nonlinear stochastic correlation models of the motion of the pole of the deformable Earth," Astronom. Zh., Vol. 80, No. 2, pp. 186-192, 2003.
8.  V. S. Pugachev and I. N. Sinitsyn, Theory of Stochastic Systems [in Russian], Logos, Moscow, 2000.
Received 25 April 2005
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