Parametric Excitation with an Asymmetric Characteristic in a Self-exciting System
スポンサーリンク
概要
- 論文の詳細を見る
Behaviors of a self-exciting system of van der Pol type subjected to a parametric excitation are investigated. In the present paper the parametric excitation is expressed by the product of a nonlinear function of deflection with an asymmetric characteristic and a periodic function of time. A resonance of order 1/2 and the solution in the neighborhood of the resonance are obtained by the averaging method and the effects of nonlinearity are investigated. since a squared nonlinearity merely makes the resonance have a constant component, it is found that a cubic nonlinearity plays a more important part in the occurrence of the resonance.
- 一般社団法人日本機械学会の論文
著者
-
Kotera Tadashi
Faculty Of Engineering Fnkui University
-
Kotera Tadashi
Faculty Of Eng. Kobe University
-
YANO Sumio
Faculty of Engineering, Fnkui University
-
HIRAMATSU Tsutomu
Faculty of Engineering, Kobe University
-
Yano Sumio
Faculty Of Engineering Fnkui University
-
Hiramatsu Tsutomu
Faculty Of Engineering Kobe University
関連論文
- Parametric Excitation with an Asymmetric Characteristic in a Self-exciting System
- Periodic Solutions and the Stability in a Non-linear Parametric Excitation System : 2nd Report, Consideration of Solutions in the Neighborhood of Resonance of Order 1
- A New Method of Determining Regions of Instability of a System with Parametric Excitations
- The Behaviour of a Mass on a Vibrating Table : Series C : Vibration, Control Engineering, Engineering for Industry
- Vibration of Strings with Time-Varying Length : The Case Having a Weight at One End
- Instability of Motion of a Disc Supported by an Asymmetric Shaft in Asymmetric Bearings : Influence of External Damping
- Periodic Solutions and the Stability in a Non-linear Parametric Excitation System
- Chaotic Behavior in an Impact Vibration System : Vibration, Control Engineering, and Engineering for Industry, New materials, new energy, biotechnology, electronics, etc.
- The Stability of Motion of a Rotor with Elasto-plastic Symmetrical Shaft
- Suppression Phenomena of Resonant Oscillations in Strongly Nonlinear Systems due to Additional Asynchronous Excitations
- Parametric Excitation in the Self-excited Vibration System with Dry Friction : 2nd Report, In the Neighborhood of the Region of Parametric Resonance
- Parametric Excitation in a Self-exciting System : 1st Report, Behaviors in the Region of Subharmonic Resonance of Order 1/2
- Parametric Excitation in a Self-excited Vibration System : 3rd Report, The Influence of Cubic Non-linearity
- Parametric Excitation in a Self-exciting System : 4th Report, Region of Subsuperharmonic Resonance of Order 2/3
- Parametric Excitation in the Self-excited Vibration System with Dry Friction : 1st Report, Parametric Resonance
- Parametric Excitation in a Self-exciting System : 2nd Report, Behaviors in the Regions of Resonances of Orders 1/3 and 2