1982
DOI: 10.1109/tcs.1982.1085168
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Nonlinearity analysis of resistor string A/D converters

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Cited by 25 publications
(15 citation statements)
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“…The highest timing uncertainty will be in the middle of the VCDL, where the distance to these clean points is highest. This is comparable to mismatch in resistors in a resistor string based A/D converter, where the highest deviation is also found in the middle of the string [18].…”
Section: Dll Output Jitter Due To Delay Cell Mismatchsupporting
confidence: 52%
See 1 more Smart Citation
“…The highest timing uncertainty will be in the middle of the VCDL, where the distance to these clean points is highest. This is comparable to mismatch in resistors in a resistor string based A/D converter, where the highest deviation is also found in the middle of the string [18].…”
Section: Dll Output Jitter Due To Delay Cell Mismatchsupporting
confidence: 52%
“…To ease calculations, the noise of the other PLL building blocks is calculated back to the input of the PFD according to (17) the variance of which is referred to as . The PLL jitter due to these noise sources can now be shown to be (setting the other noise sources to zero) (18) Very similarly, the jitter on the reference signal will cause jitter on the PLL output signal, according to (19) Observing these equations leads to the conclusion that, contrary to the VCO induced jitter, a large value of (corresponding to a large PLL bandwidth) will raise the PLL output jitter due to the noise of the other loop components.…”
Section: B Pll Output Jitter Due To Noisementioning
confidence: 98%
“…It has been supposed that this is a variable with a Gaussian pdf. As shown in [12] it is possible to evaluate the pdf of voltage values at every tap of the resistive string from the distributions of resistor values. The pdf of the resistors is a Gaussian distribution with mean value R and variance DR 2 : To calculate the pdf of voltage values it is necessary to do some math on stochastic variables.…”
Section: High-level Model Implementationmentioning
confidence: 99%
“…There is no requirement that input signal be random as in [5] because RnDWA takes care of randomization. Based on results of [12], standard deviation of code is (15) where is standard deviation of unit mismatch. It could be shown that average total power of mismatch noise for RnDWA is What this relation shows is the average value of SNR, based on individual unit mismatches; some DACs will show higher or lower SNR.…”
Section: Randomized Dwamentioning
confidence: 99%