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Lyapunov exponent of friction-induced vibration under smooth friction curve
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11초록
This paper studies the nonlinear behavior of the friction-induced vibration by using spring-mass model subject to the smooth frictionvelocity curve. The nonlinearity and instability of the friction may produce the chaotic vibration depending on the friction curve. In order to show this, the Lyapunov exponents are calculated for a variety of the slope and magnitude in the smooth friction curve. In turn, the dependency of the friction curve on the chaotic attractor is illustrated.
키워드
Chaos; Lyapunov exponent; Friction-induced vibration; Periodic; DRY-FRICTION; SYSTEMS; CHAOS
- 제목
- Lyapunov exponent of friction-induced vibration under smooth friction curve
- 저자
- Kang, Jaeyoung
- 발행일
- 2018-08
- 유형
- Article
- 권
- 32
- 호
- 8
- 페이지
- 3563 ~ 3567