Bifurcation method of stability analysis and some applications
Abstract
In this paper a new approach to the analysis of implicitly given function-
als is developed in the frame of elastic stability theory. The approach gives an
effective procedure to analyse stability behaviour, and to determine the bifur-
cation points. Examples of application of the proposed approach for analysis
of stability are presented, more precisely we consider the stability problem of
an axially moving elastic panel, with no external applied tension, performing
transverse vibrations. The analysis is applicable for many practical cases, for
example, paper making and band saw blades.
Main Authors
Format
Report
Published
2014
Series
Subjects
ISBN
978-951-39-6017-9
Publisher
Jyväskylän yliopisto
The permanent address of the publication
https://urn.fi/URN:ISBN:978-951-39-6017-9Use this for linking
ISSN
1456-436X
Language
English
Published in
Reports of the Department of Mathematical Information Technology / University of Jyväskylä. Series B, Scientific computing
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