Abstract

A technique is demonstrated for extending the dynamic range of 1-bit analog-to-digital converters (ADCs) that sample at the maximum rate using a sinusoid reference r(t)=A/sub r/ cos(2/spl pi/f/sub r/t). The ADC has a detection limit B=/spl pi/A/sub r//spl delta///spl utri/, where 2/spl delta//sub s/ is the base-clock period, and /spl utri/=sampling interval=1/2f/sub r//spl ges/2/spl delta/. Optimal sampling is achieved at /spl utri/=2/spl delta/, but with large quantization errors found in the sampled representation of the input signal s(t). Dithering with noise n/sub /spl sigma//(t) of appropriate variance /spl sigma//sup 2/ is utilized to measure a subthreshold s(t) where |s(t)|<B for all t. Both uniform white noise (UWN) and Gaussian white noise (GWN) are utilized. With UWN dithering at /spl sigma/=B, we could reduce the errors to levels that are produced by an equivalent q-bit amplitude-sampling (bipolar) ADC by observing the dithered signal s(t)+n/sub /spl sigma//(t) over a time duration of T[(0.116/|V|)(2/sup q/-1)]/sup 0.995/, where T is the sampling period, and /spl plusmn/V are the ADC supply voltages. With GWN dithering at /spl sigma/=0.5 B, the duration required is T[(0.109/V)(2/sup q/-1)]/sup 0.996/.

Full Text
Published version (Free)

Talk to us

Join us for a 30 min session where you can share your feedback and ask us any queries you have

Schedule a call