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Publication Type
Audiovisual Material
UWI Author(s)
Author, Analytic
Rodkina, Alexandra E.; Wierchigroch, M. E.
Author Role
n/a
Title, Analytic
Stability analysis of finite difference model of orthogonal metal cutting in presence of random noises
Medium Designator
n/a
Connective Phrase
n/a
Author, Monographic
n/a
Author Role
n/a
Title, Monographic
International design engineering technical conference & the computers and information on engineering conference, Las Vegas, Nevada, September 12-16, 1999
Reprint Status
Refereed
Edition
n/a
Author, Subsidiary
n/a
Author Role
n/a
Place of Publication
Las Vagas, USA
Publisher Name
American Society of Mechanical Engineers (ASME)
Date of Publication
1999
Volume ID
Paper ID: VIB-8040
Location in Work
1-6
Extent of Work
n/a
Packaging Method
n/a
Size
n/a
Series Editor
n/a
Series Editor Role
n/a
Series Title
n/a
Series Volume ID
n/a
Series Issue ID
n/a
Connective Phrase
n/a
Location/URL
n/a
ISBN
n/a
Notes
CD-ROM
Abstract
The dynamics of a nonlinear cutting process in the presence of random noise is defined and investigated. This approach is adequate for a wide range of models describing the orthogonal metal cutting processes by a single-degree-of-freedom oscillator, where the nonlinearity comes from the cutting force in form of a variable resistance force. The method of Lyapunov-Krasovskii functional was adopted to analyze the necessary conditions for a stable operation. The conditions ensuring an asympototic stability in the presence of random noises are established.....
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