Dynamics & Design Conference
Online ISSN : 2424-2993
セッションID: 164
会議情報

バイオリン弦のスティックスリップ振動の研究
(その2 固有関数を用いた理論解析)
*関野 恒亮宇津野 秀夫
著者情報
会議録・要旨集 認証あり

詳細
抄録

The vibrations of a bowed violin string have been studied since the 19th century. The string was found to oscillate in a simple triangular pattern described by Helmholtz. Today these vibrations are known as stick and slip vibrations caused by friction and have been studied by many researchers. Stick-slip vibrations are self-sustained oscillations induced by dry friction. The theoretical analysis of stick-slip vibrations was solved by Cellular Automaton Method during prior research. However, it is not solved by Modal Analysis Method. In this research, stick-slip vibration is solved by Modal Analysis Method. At the time of slip, as a result of the simulation, it was possible to obtain results by Modal Analysis Method which is reasonable compared with Cellular Automaton Method and at the time of stick, it was possible to obtain reasonable calculation results only for displacement.

著者関連情報
© 2019 一般社団法人 日本機械学会
前の記事 次の記事
feedback
Top