2012
DOI: 10.1007/s10825-012-0409-8
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Contribution to the modeling of a non-ideal Sigma-Delta modulator

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Cited by 11 publications
(5 citation statements)
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“…Integral Non-Linearity Error (INLE) The aim of INL and DNL modeling is to change the transition code length moves the ideal transfer function [4]. The mean value is for INL and the range of uniformly random source is for DNL.…”
Section: E Differential Non-linearity Error (Dnle) Andmentioning
confidence: 99%
See 1 more Smart Citation
“…Integral Non-Linearity Error (INLE) The aim of INL and DNL modeling is to change the transition code length moves the ideal transfer function [4]. The mean value is for INL and the range of uniformly random source is for DNL.…”
Section: E Differential Non-linearity Error (Dnle) Andmentioning
confidence: 99%
“…Mathematically the clock jitter of a sampled signal is given by (13) δ is the deviation in sampling time, is resultant error due to clock jitter with as the sampling time. Using Taylor's series expression (13) can be expanded as (14) The effect of clock jitter leads to non-uniform sequence of samples [4]. This increases the error at the Power spectral density of pipeline ADC as shown in fig.…”
Section: Fig 4 Output Characteristics Of Sample and Hold Circuit Dmentioning
confidence: 99%
“…This clock jitter can be understood from Figure 14, in which the sampling uncertainty δ is a Gaussian random process with standard deviation of Δ t . 1,17 When a sinusoidal signal x ( t ) with amplitude A and frequency f is sampled at an instant having a deviation of δ , the clock jitter error is given by the following 18 :…”
Section: Proposed Auto-configurable Successive Approximation Regismentioning
confidence: 99%
“…where i is the stage number and N is the number of bits. Inequality (20) shows that the capacitor mismatch error is low in the front-end, but it is superior in the higher stage resolutions.…”
Section: Capacitor Mismatch Errorsmentioning
confidence: 99%
“…13. This error is introduced when a sinusoidal signal x(t) with amplitude A and frequency fin is sampled at an instant which is in error by an amount δ and is given by [20] . Here, we assumed that the sampling uncertainty δ is a Gaussian random process with a standard deviation ∆τ [19] .…”
Section: Clock Jittermentioning
confidence: 99%