Presentation	1996/7/27 Shilnikov Orbits in an Autonomous Third-order Chaotic Phase-Locked Loop Kazuhito Watada, Tetsuro Endo,
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Abstract(in English)	We investigate Shilnikov homoclinic bifurcation from a new type of phase. locked loop (PLL) which uses second-order loop filter with no modulation carrier input. This system can be represented as a 3rd-order autonomous system with piecewise linear characteristics. We have found many Shilnikov orbits, and draw a bifurcation diagram in gain K_O versus detuning δ parameter plane.
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Keyword(in English)	PLL / Shilnikov orbit / homoclinic bifurcation / 3rd-order autonomous system
Paper #	NLP-96-48
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Conference Information
Committee	NLP
Conference Date	1996/7/27(1days)
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Paper Information
Registration To	Nonlinear Problems (NLP)
Language	ENG
Title (in Japanese)	(See Japanese page)
Sub Title (in Japanese)	(See Japanese page)
Title (in English)	Shilnikov Orbits in an Autonomous Third-order Chaotic Phase-Locked Loop
Sub Title (in English)
Keyword(1)	PLL
Keyword(2)	Shilnikov orbit
Keyword(3)	homoclinic bifurcation
Keyword(4)	3rd-order autonomous system
1st Author's Name	Kazuhito Watada
1st Author's Affiliation	Department of Electronics & Communication, School of Science & Technology, Meiji University()
2nd Author's Name	Tetsuro Endo
2nd Author's Affiliation	Department of Electronics & Communication, School of Science & Technology, Meiji University
Date	1996/7/27
Paper #	NLP-96-48
Volume (vol)	vol.96
Number (no)	208
Page	pp.pp.-
#Pages	7
Date of Issue