Vibrations of a Forced Self-Excited System with a Retarded Argument : Influence of Initial Conditions
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概要
- 論文の詳細を見る
This paper investigates the dynamical characteristics of a forced nonlinear vibrating system with a retarded argument. Entrained subharmonic oscillations of order 1/2 in this system were analyzed, using an averaging scheme. It is clear that almost periodic vibrations and unbounded oscillations besides the subharmonic vibrations, can occur over the frequency region where the entrained subharmonic vibrations of order 1/2 appear, depending upon the initial conditions. Then, as the retarded argument varies, the variety and structure of the boundaries which sepsrate basins of attraction, making use of cell-to-cell mapping and the Poincare mapping method are investigated.
- 一般社団法人日本機械学会の論文
- 1988-09-15
著者
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Sueoka Atsuo
Faculty Of Engineering Kyushu University
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TAMURA Hideyuki
Faculty of Engineering, Kyushu University
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Takayama Yoshihisa
Faculty Of Engineering Oita University
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Tamura H
Department Of Intelligent Machinery And Systems Faculty Of Engineering Kyushu University
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Tsuda Yoshihiro
Dept. Of Mechanical Engineering Faculty Of Engineering Ohita University
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Tsuda Yoshihiro
Faculty Of Engineering Oita University
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HINAGA Tatsuya
Faculty of Engineering, Ohita University
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Hinaga Tatsuya
Faculty Of Engineering Ohita University
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Tamura Hideyuki
Faculty Of Engineering Kyoto University
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