МАТЕМАТИЧЕСКИЕ МЕТОДЫ ИССЛЕДОВАНИЯ УСТОЙЧИВОСТИ ОБЪЕКТА, ДВИЖУЩЕГОСЯ ПО УПРУГОЙ НАПРАВЛЯЮЩЕЙ
Other
(2008)
Author(s)
Stanislav Verichev (Mechanical Engineering Research Institute of the Russian Academy of Sciences)
Affiliation
External organisation
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Publication Year
2008
Language
Russian
Affiliation
External organisation
Abstract
Mathematical methods used to study the stability of lumped objects moving along distributed elastic guides have been reviewed. The main stages of mathematical analysis of the stability of an object moving along an elastic guide are listed (for the case of linear models). All these stages are then demonstrated by the example of an oscillator moving along an Euler-Bernoulli beam.
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