Chaotic Vibration in Poppet Valve Circuit

Satoru Hayashi; Toshiyuki Hayase; Tetsuo Kurahashi

doi:10.1299/kikaic.61.1810

Chaotic Vibration in Poppet Valve Circuit

Satoru Hayashi, Toshiyuki Hayase, Tetsuo Kurahashi

Research output: Contribution to journal › Article › peer-review

Abstract

In the previous paper we pointed out that chaotic vibrations can occur in poppet valve circuits due to nonlinearities. The chaotic motions in the poppet valve circuits include (a) period-doubling- type chaos, (b) Lorenz-type chaos and (c) intermittent-type chaos. In this paper, period-doubling- type chaos has been investigated in detail. A lumped parameter model was derived for the system consisting of a poppet valve, a valve chamber, an orifice and a connecting line. A numerical simulation was performed to obtain the power spectrum, bifurcation map and the Liapunov exponent.

Original language	English
Pages (from-to)	1810-1815
Number of pages	6
Journal	transactions of the japan society of mechanical engineers series c
Volume	61
Issue number	585
DOIs	https://doi.org/10.1299/kikaic.61.1810
Publication status	Published - 1995
Externally published	Yes

Keywords

Chaos
Flow Induced Vibration
Numerical Simulation
Oil Hydraulics
Poppet Valve

ASJC Scopus subject areas

Mechanics of Materials
Mechanical Engineering
Industrial and Manufacturing Engineering

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10.1299/kikaic.61.1810

Cite this

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title = "Chaotic Vibration in Poppet Valve Circuit",

abstract = "In the previous paper we pointed out that chaotic vibrations can occur in poppet valve circuits due to nonlinearities. The chaotic motions in the poppet valve circuits include (a) period-doubling- type chaos, (b) Lorenz-type chaos and (c) intermittent-type chaos. In this paper, period-doubling- type chaos has been investigated in detail. A lumped parameter model was derived for the system consisting of a poppet valve, a valve chamber, an orifice and a connecting line. A numerical simulation was performed to obtain the power spectrum, bifurcation map and the Liapunov exponent.",

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T1 - Chaotic Vibration in Poppet Valve Circuit

AU - Hayashi, Satoru

AU - Hayase, Toshiyuki

AU - Kurahashi, Tetsuo

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Y1 - 1995

N2 - In the previous paper we pointed out that chaotic vibrations can occur in poppet valve circuits due to nonlinearities. The chaotic motions in the poppet valve circuits include (a) period-doubling- type chaos, (b) Lorenz-type chaos and (c) intermittent-type chaos. In this paper, period-doubling- type chaos has been investigated in detail. A lumped parameter model was derived for the system consisting of a poppet valve, a valve chamber, an orifice and a connecting line. A numerical simulation was performed to obtain the power spectrum, bifurcation map and the Liapunov exponent.

AB - In the previous paper we pointed out that chaotic vibrations can occur in poppet valve circuits due to nonlinearities. The chaotic motions in the poppet valve circuits include (a) period-doubling- type chaos, (b) Lorenz-type chaos and (c) intermittent-type chaos. In this paper, period-doubling- type chaos has been investigated in detail. A lumped parameter model was derived for the system consisting of a poppet valve, a valve chamber, an orifice and a connecting line. A numerical simulation was performed to obtain the power spectrum, bifurcation map and the Liapunov exponent.

KW - Chaos

KW - Flow Induced Vibration

KW - Numerical Simulation

KW - Oil Hydraulics

KW - Poppet Valve

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Chaotic Vibration in Poppet Valve Circuit

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Keywords

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