Vibrations of a Forced Self-excited System with a Retarded Argument : Subharmonic Vibrations of Order 1/2

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概要

• 論文の詳細を見る

• The subharmonic entrained vibrations of order 1/2 of a nonlinear retarded system with a soft spring type are investigated by making use of an averaging method, under the condition that both a periodic exciting force and a constant force are operative. The Routh-Hurwitz criterion provides the stability conditions of these steady oscillations. It is also revealed that almost periodic vibrations occur in the same frequency region in which the entrained vibrations appear. These two kinds of oscillations are studied numerically using mapping plots in the phase plane. The analytical results relatively agree with the numerical solutions and the results of an analog computer. In addition, it is shown that the subharmonic oscillations of order 1/2 can take place in the same system, even though there is only a periodic force as the stimulating force.

• 一般社団法人日本機械学会の論文

著者

• Sueoka Atsuo

  Faculty Of Engineering Kyushu University

• TAMURA Hideyuki

  Faculty of Engineering, Kyushu University

• YOSHITAKE Yutaka

  Faculty of Engineering, Nagasaki University

• Inoue Junkichi

  Kyushu Insti. Of Tech.

• Takayama Yoshihisa

  Faculty Of Engineering Oita University

• TSUDA Yoshihiro

  Oita Univ.

• Tamura H

  Department Of Intelligent Machinery And Systems Faculty Of Engineering Kyushu University

• Tsuda Yoshihiro

  Dept. Of Mechanical Engineering Faculty Of Engineering Ohita University

• Yoshitake Yutaka

  Faculty Of Engineering Nagasaki University

• Tamura Hideyuki

  Faculty Of Engineering Kyoto University

• Yoshitake Y

  Nagasaki Univ. Nagasaki Jpn

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