Yasuda Kimihiko | Faculty Of Engineering Nagoya University
スポンサーリンク
概要
関連著者
-
Yasuda Kimihiko
Faculty Of Engineering Nagoya University
-
Yamamoto Toshio
Faculty Of Engineering Nagoya University
-
YASUDA Kimihiko
Faculty of Engineering, Nagoya University
-
YAMAMOTO Toshio
Faculty of Engineering, Nagoya University
-
NAGASAKA Imao
Chubu Institute of Technology
-
NAGOH Tatsuo
The Kansai Electric Power Co., Inc.
-
NAKAMURA Takio
Fujitsu Limited
-
Nagoh Tatsuo
The Kansai Electric Power Co. Inc.
-
Nakamura Takio
Fujitsu Limited.
-
Yamamoto Toshio
Faculty Of Engineering Nagoya University.
-
Hayashi Nobukazu
Faculty Of Engineering Nagoya University
-
Masuda Hiromitsu
Mechanical Engineering Research Laboratory Hitachi Ltd.
-
Aoki Kenichi
Nippon Electric Co.
-
YAMAMOTO Toshio
School of Engineering, Nagoya University
-
TEI Nobuo
Sony Corporation
-
Yasuda Kimihiko
Faculty Of Engineering Nagoya University.
-
Kato Mitsuhiro
Faculty of Engineering, Mie University
-
Yamamoto Toshio
School Of Engineering Nagoya University
-
Kato Mitsuhiro
Faculty Of Engineering Mie University
著作論文
- On the Internal Resonance in a Nonlinear Two-Degree-of-Freedom System : Forced Vibrations near the Higher Resonance Point When the Natural Frequencies Are in the Ratio 1:2
- Ultra-Subharmonic Oscillations in a Nonlinear Vibratory System
- Super-Division Harmonic Oscillations Caused by Nonlinearity of the Fourth Order
- Super-Division Harmonic Oscillations in a Nonlinear Multidegree-of-Freedom System
- Summed and Differential Harmonic Oscillations in a Slender Beam
- Sub-combination Tones in a Nonlinear Vibratory System : Caused by Symmetrical Nonlinearity
- Combination Oscillations in a Non-Linear Vibratory System with One Degree of Freedom
- Unstable Vibrations of an Unsymmetrical Rotor Supported by Flexible Bearing Pedestals
- On the Internal Resonance in a Nonlinear Two-Degree-of-Freedom System : Forced Vibrations Near the Lower Resonance Point When the Natural Frequencies are in the Ratio 1 : 2
- Subharmonic Oscillations of a Prestressed Circular Plate
- Subharmonic Oscillations of a Slender Beam
- Single-Mode and Multimode Combination Tones in a Nonlinear Beam