Comment on PWM resolution for switch mode power supplies.

litchralee@sh.itjust.works ⁨1⁩ ⁨day⁩ ago

In the context of DC/DC converters, I don’t know if there’s a specific name for the regulation precision. But analogizing from op amp designs, I think a reasonable term would be “gain”. This is because the objective of the regulation mechanism is to apply a change which brings the output voltage back to some target.

If the output has moved away from the target by -10 mV, then the objective is to adjust the output by -10 mV. But this cannot happen in instantaneous time. The feedback loop delay necessarily means a small lag. But even after the lag, if there is insufficient gain, the output might only be able to move -2 mV per feedback cycle. So it would take 5 cycles to return to the target.

By adjusting the PWM frequency, you might be able to reduce the length of time for each feedback cycle, so doubling the frequency might mean you can now move -4 mV/cycle. But in exchange, there is less precision. So rather than -4 mV/cycle, it now might be -8 mV/cycle.

Doing this for two cycles means the output voltage is +6 mV. So the next cycle would try to correct with -8 mV, which brings the output to -2 mV. And so on.

A higher frequency with reduced precision has resulted in an output that will “wobble” more, but it will indeed converge faster toward the target, when dealing with larger deviations.

A circuit without load that is statically stable will maintain a target voltage indefinitely. Applying a static load to this circuit will cause a temporary deviation, a subsequent correction, and then it’ll maintain the target voltage indefinitely. But applying a dynamic load means this process is repeated over and over. That is to say, dynamic stability is a continual transient condition, and so the analysis is very much related to what happens in a step transition: how a regulator reacts when going from stable to perturbed.

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