Basically a, let say 1MSPS, SAR ADC takes 1 million samples a second, and then we do some math with those samples (averaging, sorting/taking median, digital filtering, etc...) to obtain a good measurement result.
But with the Sigma-Delta ADC's, I am confused after reading from different manufacturer's notes.
In the link below, for example, it is said that:
Figure 3 shows a basic Σ-Δ ADC architecture, which continuously samples the analog input signal at the oversampling frequency (KfS) of the modulator, and its conversion output is the weighted average of a series of samples taken at KfS. Higher resolution Σ-Δ ADC has a longer conversion time since it requires 2N samples to complete a single conversion.
(https://www.analog.com/en/resources/technical-articles/precision-sar-sigma-delta-converters.html)
Does this mean a 20 bit Sigma-Delta ADC takes 220 samples to give me a single conversion result? And this result will be a weighted average of those 220 samples? That is I almost don't need to do any further math to obtain a cleaner result?
Sigma-Delta ADCs are generally said to be far more slower than SAR ADCs. I see there are many of them around 1 KSPS. Considering the explanation above, does this mean that a 1 KSPS Sigma-Delta ADC provides a single conversion result in 220 / 1000 seconds? Or, it provides a weighted average of 220 samples in 1/1000 seconds?
Could someone please explain it?