Title
Efficient Digital Background Calibration of Time-Interleaved Pipeline Analog-to-Digital Converters.
Abstract
A novel technique for the digital background calibration of time-interleaved analog-to-digital converters is proposed. The technique corrects at the same time for both errors due to gain, offset and timing mismatches among the time-interleaved channels and errors due to nonlinearities in the channels, for instance due to capacitor mismatches in switched capacitor implementations. This feature, together with the use of the recursive least mean squares algorithm, makes the technique particularly fast (12 bits of accuracy can be achieved after about 4000 samples for a two-channel converter). The proposed calibration technique employs wideband differentiators, thus enabling digital background calibration of timing skews even with wideband input signals. Besides, undersampled differentiator filters are proposed, and it is shown that the technique is capable of calibrating undersampling converters by estimating the derivative of wideband input signals even outside the first Nyquist band.
Year
DOI
Venue
2012
10.1109/TCSI.2011.2177003
IEEE Trans. on Circuits and Systems
Keywords
Field
DocType
analogue-digital conversion,calibration,least mean squares methods,pipeline processing,recursive estimation,switched capacitor networks,Nyquist band,capacitor mismatches,channel nonlinearities,digital background calibration,recursive least mean squares algorithm,switched capacitor implementations,time-interleaved channels,time-interleaved errors,time-interleaved pipeline analog-to-digital converters,timing mismatches,timing skews,undersampled differentiator filters,undersampling converters calibration,wideband differentiators,wideband input signals,Analog-digital conversion,differentiator filters,digital background calibration,pipeline converters,time-interleaved converters,timing skews
Wideband,Control theory,Differentiator,Undersampling,Converters,Switched capacitor,Electronic engineering,Nyquist–Shannon sampling theorem,Finite impulse response,Offset (computer science),Mathematics
Journal
Volume
Issue
ISSN
59-I
7
1549-8328
Citations 
PageRank 
References 
5
0.58
0
Authors
3
Name
Order
Citations
PageRank
Francesco Centurelli15615.93
Pietro Monsurrò24812.78
A. Trifiletti343363.29