Active Chaos Control of a Cam-Follower Impacting System using FPIC Technique

J.A. Taborda; S. Santini; M Di Bernardo; F. Angulo

doi:10.3182/20090622-3-UK-3004.00061

Active Chaos Control of a Cam-Follower Impacting System using FPIC Technique

J.A. Taborda, S. Santini, M Di Bernardo, F. Angulo

Research output: Chapter in Book/Report/Conference proceeding › Conference Contribution (Conference Proceeding)

13 Citations (Scopus)

Abstract

n this paper, we apply a novel active control scheme to suppress chaotic behavior in a cam-follower impacting system using Fixed-Point Inducting Control or FPIC Technique. Namely, the input speed of the cam-follower system is actively controlled in order to reach a single-impact periodic motion. A cam-follower system characterized by a radial cam and a flat-faced follower is used as a representative example. High-order periodic-impact and chaotic motions are controlled varying the input speed of the cam-follower system. Stroboscopic and impact maps are used to select the suitable control parameters under which stable single-impact periodic responses are reached.

Translated title of the contribution	Active Chaos Control of a Cam-Follower Impacting System using FPIC Technique
Original language	English
Title of host publication	Chaos09 Second IFAC meeting related to analysis and control of chaotic systems
Volume	2 Part 1
DOIs	https://doi.org/10.3182/20090622-3-UK-3004.00061
Publication status	Published - Jun 2009

Bibliographical note

Name and Venue of Event: London, England

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http://www.ifac-papersonline.net/Detailed/42889.html

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title = "Active Chaos Control of a Cam-Follower Impacting System using FPIC Technique",

abstract = "n this paper, we apply a novel active control scheme to suppress chaotic behavior in a cam-follower impacting system using Fixed-Point Inducting Control or FPIC Technique. Namely, the input speed of the cam-follower system is actively controlled in order to reach a single-impact periodic motion. A cam-follower system characterized by a radial cam and a flat-faced follower is used as a representative example. High-order periodic-impact and chaotic motions are controlled varying the input speed of the cam-follower system. Stroboscopic and impact maps are used to select the suitable control parameters under which stable single-impact periodic responses are reached.",

author = "J.A. Taborda and S. Santini and {Di Bernardo}, M and F. Angulo",

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AU - Santini, S.

AU - Di Bernardo, M

AU - Angulo, F.

N1 - Name and Venue of Event: London, England

PY - 2009/6

Y1 - 2009/6

N2 - n this paper, we apply a novel active control scheme to suppress chaotic behavior in a cam-follower impacting system using Fixed-Point Inducting Control or FPIC Technique. Namely, the input speed of the cam-follower system is actively controlled in order to reach a single-impact periodic motion. A cam-follower system characterized by a radial cam and a flat-faced follower is used as a representative example. High-order periodic-impact and chaotic motions are controlled varying the input speed of the cam-follower system. Stroboscopic and impact maps are used to select the suitable control parameters under which stable single-impact periodic responses are reached.

AB - n this paper, we apply a novel active control scheme to suppress chaotic behavior in a cam-follower impacting system using Fixed-Point Inducting Control or FPIC Technique. Namely, the input speed of the cam-follower system is actively controlled in order to reach a single-impact periodic motion. A cam-follower system characterized by a radial cam and a flat-faced follower is used as a representative example. High-order periodic-impact and chaotic motions are controlled varying the input speed of the cam-follower system. Stroboscopic and impact maps are used to select the suitable control parameters under which stable single-impact periodic responses are reached.

U2 - 10.3182/20090622-3-UK-3004.00061

DO - 10.3182/20090622-3-UK-3004.00061

M3 - Conference Contribution (Conference Proceeding)

VL - 2 Part 1

BT - Chaos09 Second IFAC meeting related to analysis and control of chaotic systems

ER -