Super-Summed-and-Differential Harmonic Oscillations in a Symmetrical Rotating Shaft System

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概要

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• Discussions are made on super-summed-and-differential harmonic oscillations in a symmetrical rotating shaft system (i.e. a system consisting of an elastic shaft with circular cross section and a disc) with nonlinear spring characteristics. The probability of occurrence and the shapes of resonance curves are investigated, with special attention to nonlinear components represented by polar coordinates. Also experiments are made with symmetrical systems whose nonlinearity is due to single-row deep groove ball bearings, and the occurrence of super-summed and-differential harmonic oscillations which are theoretically predicted to appear are confirmed.

• 一般社団法人日本機械学会の論文

著者

• Yamamoto Toshio

  Faculty Of Engineering Nagoya University

• 池田 高志

  東京工業大学大学院理工学研究科

• Ishida Yukio

  Nagoya University Department Of Electronic Mechanical Engineering

• Ishida Yukio

  Faculty Of Pharmaceutical Sciences The University Of Tokushima:faculty Of Home Economics Shikoku Wom

• Ishida Yukio

  Faculty Of Ceneral Education Nagoya University

• Ikeda T

  Nagoya Univ. Nagoya

• Yamamoto Tetsu

  Industrial Electronics And Systems Development Lab. Mitsubishi Electric Corporation

• Yamamoto Toshio

  Meijo University

• IKEDA Takashi

  Faculty of Engineering, Nagoya University

• Ikeda Takashi

  Faculty Of Agriculture Meiji University

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