Analysis of particular solutions of an unbalanced rotor in the framework of the Jeffcott model

Author:

Sidikov M. N.,Turajonov K. M.

Publisher

AIP Publishing

Reference20 articles.

1. V.G. Bykov, Non-stationary modes of motion of a statically unbalanced rotor with a self-balancing mechanism.(Bulletin of St. Petersburg University. Ser. 1. Mathematics. Mechanics. Astronomy. (3), 2010), pp. 89–96

2. V.G. Bykov and, A. S. Kovachev, Dynamics of a statically unbalanced rotor with an elliptical ball selfbalancing device, (Bulletin of St. Petersburg University. Ser. 1. 6(3), 2005), pp. 452–461

3. A.S. Kovachev, Balance of a dynamically unbalanced rotor considering the Imperfection of Self-balancing devices, (St. Petersburg State University Bulletin. Ser. 1. 2 (60), 2015), pp. 606–616

4. V.B. Bykov, A.B. Melnikov. “Mathematical model of a flexible rotor based on generalized Lagrangian coordinates. Bulletin of St. Petersburg State University Series 1 2010. Issue 4.

5. V. G. Bykov, Auto-Balancing of a rotor with an orthotropic elastic shaft.

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