Search results for "nonlinear analysis"

showing 4 items of 14 documents

Hold-in, Pull-in and Lock-in Ranges for Phase-locked Loop with Tangential Characteristic of the Phase Detector

2019

In the present paper the phase-locked loop (PLL), an electric circuit widely used in telecommunications and computer architectures is considered. A new modification of the PLL with tangential phase detector characteristic and active proportionally-integrating (PI) filter is introduced. Hold-in, pull-in and lock-in ranges for given circuit are studied rigorously. It is shown that lock-in range of the new PLL model is infinite, compared to the finite lock-in range of the classical PLL. peerReviewed

lock-in rangephase-locked loopelektroniset piiritHardware_INTEGRATEDCIRCUITSnonlinear analysispull-in rangeHardware_PERFORMANCEANDRELIABILITYcapture rangematemaattiset mallithold-in rangeHardware_LOGICDESIGN
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FORMAZIONE DI PATTERN PER IL PROCESSO DELL'ELETTRODEPOSIZIONE IN MODELLI DI TIPO REAZIONE-DIFFUSIONE

2014

pattern formationweakly nonlinear analysisTuring instabilityelectrodepositionSettore MAT/07 - Fisica Matematica
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Computation of the lock-in ranges of phase-locked loops with PI filter

2016

In the present work the lock-in range of PLL-based circuits with proportionallyintegrating filter and sinusoidal phase-detector characteristics are studied. Considered circuits have sinusoidal phase detector characteristics. Analytical approach based on the methods of phase plane analysis is applied to estimate the lock-in ranges of the circuits under consideration. Obtained analytical results are compared with simulation results. peerReviewed

pull-out frequencyCostas loopPLLhidden oscillationslock-in rangephase-locked loopnonlinear analysis
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О проблеме Гарднера для систем управления фазовой автоподстройкой частоты

2019

This report shows the possibilities of solving the Gardner problem of determining the lock-in range for multidimensional phase-locked loops systems. The development of analogs of classical stability criteria for the cylindrical phase space made it possible to obtain analytical estimates of the lock-in range for third-order system. peerReviewed

säätöteoriaphase-locked loopselektroniset piiritnonlinear analysisGardner problem on the lock-in rangefrequency stability criteria
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