Proceedings 2007 IEEE SoutheastCon 2007
DOI: 10.1109/secon.2007.342859
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Wavelet-based differential nonlinearity testing of mixed signal system ADCs

Abstract: This paper discusses the work done in the testing and measurement of Differential Nonlinearity (DNL) of Analogto-Digital Converters (ADCs) by applying a novel testing technique of wavelet transform. The results of the new method is compared with conventional testing methods.The wavelet transform technique shows significant advantage over the conventional techniques.

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Cited by 9 publications
(14 citation statements)
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“…In real ADC's operation, quantization errors which cause nonlinearity effect on ADC's transfer function results into spectral frequencies other than the input frequency being tested. Quantization errors caused by IC internal or external noise [1,4] appear as random noise spread across the frequency spectrum of FFT, distort the conversion process, and result in harmonic distortions [10] and higher noise floor. The relation between nonlinearity, harmonics, and noise floor are used to address ADC's ENOB and SNR.…”
Section: Effective Number Of Bits (Enob)mentioning
confidence: 99%
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“…In real ADC's operation, quantization errors which cause nonlinearity effect on ADC's transfer function results into spectral frequencies other than the input frequency being tested. Quantization errors caused by IC internal or external noise [1,4] appear as random noise spread across the frequency spectrum of FFT, distort the conversion process, and result in harmonic distortions [10] and higher noise floor. The relation between nonlinearity, harmonics, and noise floor are used to address ADC's ENOB and SNR.…”
Section: Effective Number Of Bits (Enob)mentioning
confidence: 99%
“…Wavelet transforms have been used in various fields of signal processing [10,12,17] due to the functionality of multi-resolutions that allow pinpointing of signal components. With special properties of dilation and translation [4,10,13], wavelets can create different scaled and shifted functions of signal transformation. In other words, unlike the Fourier transform, wavelet transform capability of dilation and translation allow the shift of a signal in the time domain (X axis), rescaling (to expand or compress a signal on Y axis) and produces flexible windows for analysis as shown in figure 1.…”
Section: Discrete Wavelet Transformmentioning
confidence: 99%
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