Extending locked range of digital phase-locked loop by prediction estimation of states
A method to extend locked range of the positive zero crossing detection digital phase-locked loop(ZC-DPLL) was proposed.The nonlinear dynamical model of phase error of a non-controlled DPLL is firstly built,linearation predic-tion estimation of phase error in the stationary point domain is derived.T...
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Language: | zho |
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Editorial Department of Journal on Communications
2008-01-01
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Series: | Tongxin xuebao |
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Online Access: | http://www.joconline.com.cn/zh/article/74652986/ |
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author | ZHAO Yi-bo1 LUO Xiao-shu2 ZHANG Dao-yang3 FENG Jiu-chao1 |
author_facet | ZHAO Yi-bo1 LUO Xiao-shu2 ZHANG Dao-yang3 FENG Jiu-chao1 |
author_sort | ZHAO Yi-bo1 |
collection | DOAJ |
description | A method to extend locked range of the positive zero crossing detection digital phase-locked loop(ZC-DPLL) was proposed.The nonlinear dynamical model of phase error of a non-controlled DPLL is firstly built,linearation predic-tion estimation of phase error in the stationary point domain is derived.Then nonlinear function of this prediction estima-tion is used to control by feedback.Locked range of the phase-locked loop is extended.Stability of fixed point of the controlled system is analyzed and the results by simulation are given.The effects not only show the proposed method is correct and effective but also it is superior to delay feedback method. |
format | Article |
id | doaj-art-4a15f025e24148d6bd5ab9b4ee73fd96 |
institution | Kabale University |
issn | 1000-436X |
language | zho |
publishDate | 2008-01-01 |
publisher | Editorial Department of Journal on Communications |
record_format | Article |
series | Tongxin xuebao |
spelling | doaj-art-4a15f025e24148d6bd5ab9b4ee73fd962025-01-14T08:30:58ZzhoEditorial Department of Journal on CommunicationsTongxin xuebao1000-436X2008-01-01687274652986Extending locked range of digital phase-locked loop by prediction estimation of statesZHAO Yi-bo1LUO Xiao-shu2ZHANG Dao-yang3FENG Jiu-chao1A method to extend locked range of the positive zero crossing detection digital phase-locked loop(ZC-DPLL) was proposed.The nonlinear dynamical model of phase error of a non-controlled DPLL is firstly built,linearation predic-tion estimation of phase error in the stationary point domain is derived.Then nonlinear function of this prediction estima-tion is used to control by feedback.Locked range of the phase-locked loop is extended.Stability of fixed point of the controlled system is analyzed and the results by simulation are given.The effects not only show the proposed method is correct and effective but also it is superior to delay feedback method.http://www.joconline.com.cn/zh/article/74652986/digital phase-locked loopprediction estimation of statesphase lockedpositive zero-crossing detectionchaos and bifurcation |
spellingShingle | ZHAO Yi-bo1 LUO Xiao-shu2 ZHANG Dao-yang3 FENG Jiu-chao1 Extending locked range of digital phase-locked loop by prediction estimation of states Tongxin xuebao digital phase-locked loop prediction estimation of states phase locked positive zero-crossing detection chaos and bifurcation |
title | Extending locked range of digital phase-locked loop by prediction estimation of states |
title_full | Extending locked range of digital phase-locked loop by prediction estimation of states |
title_fullStr | Extending locked range of digital phase-locked loop by prediction estimation of states |
title_full_unstemmed | Extending locked range of digital phase-locked loop by prediction estimation of states |
title_short | Extending locked range of digital phase-locked loop by prediction estimation of states |
title_sort | extending locked range of digital phase locked loop by prediction estimation of states |
topic | digital phase-locked loop prediction estimation of states phase locked positive zero-crossing detection chaos and bifurcation |
url | http://www.joconline.com.cn/zh/article/74652986/ |
work_keys_str_mv | AT zhaoyibo1 extendinglockedrangeofdigitalphaselockedloopbypredictionestimationofstates AT luoxiaoshu2 extendinglockedrangeofdigitalphaselockedloopbypredictionestimationofstates AT zhangdaoyang3 extendinglockedrangeofdigitalphaselockedloopbypredictionestimationofstates AT fengjiuchao1 extendinglockedrangeofdigitalphaselockedloopbypredictionestimationofstates |