Loading [a11y]/accessibility-menu.js
Continuous-time ΔΣ modulators with dual switched capacitor resistor DACs | IEEE Conference Publication | IEEE Xplore

Continuous-time ΔΣ modulators with dual switched capacitor resistor DACs


Abstract:

Using a switched capacitor DAC in the feedback path of a continuous-time ΔΣ modulator reduces the sensitivity of the modulator to clock jitter. However, the peak to avera...Show More

Abstract:

Using a switched capacitor DAC in the feedback path of a continuous-time ΔΣ modulator reduces the sensitivity of the modulator to clock jitter. However, the peak to average ratio of the feedback waveform is large, thereby degrading the linearity of the modulator. The recently proposed dual switched capacitor resistor (DSCR) DAC aims to address this problem. This brief analyzes some interesting properties of this DAC, which have not been recognized in prior work. In particular, we show that using an DSCR DAC has excellent alias rejection around odd multiples of the sampling frequency. The intuition, theory and simulations that confirm this phenomenon are given.1
Date of Conference: 22-25 May 2016
Date Added to IEEE Xplore: 11 August 2016
ISBN Information:
Electronic ISSN: 2379-447X
Conference Location: Montreal, QC, Canada

Keywords assist with retrieval of results and provide a means to discovering other relevant content. Learn more.


I. Introduction

Sensitivity to clock jitter is a well known problem with continuous-time modulators (CTDSM). One way to mitigate this is to use a switched capacitor resistor (SCR) feedback DAC [1]. The operation of such a DAC is explained with the aid of Fig. 1(a), which shows the expanded view of the input stage of a typical CTDSM. The input conductance is denoted by . The sampling frequency (period) of the modulator is denoted by . The timing diagram is shown in part (b) of the figure. is a very narrow pulse, whose width ideally tends to zero. The loop filter output is sampled and quantized on the rising edge of , and the quantizer output is assumed to be available immediately. is sampled on the DAC capacitor of value at the end of (Fig. 1(c)). In the next phase , the capacitor discharges into the virtual ground of the opamp through the conductance . The resulting DAC pulse, which has a peak value of , decays exponentially with a time constant . If , the capacitor is completely discharged by the end of , and a charge is transferred into the loop filter. Thanks to the exponentially decaying nature of the DAC pulse, the error in the charge delivered is negligible even if the pulse width of changes due to jitter. Clearly, a smaller time constant results in lower jitter sensitivity. Unfortunately, however, the peak value of the current is , thereby greatly increasing the demands made on the linearity of the loop filter.

Keywords assist with retrieval of results and provide a means to discovering other relevant content. Learn more.

Contact IEEE to Subscribe

References

References is not available for this document.