ddpruitt :
InvalidError :
So on DC which has no phase error, only the distortion factor remains.
This only applies to a purely resistive load, go outside of resistive and the numbers may be different.
Huh? It applies to all loads.
The power factor is the percentage of apparent power provided by the source that actually ends up consumed by the load. If the grid has to provide 200VA to power your 100W load due to phase shift and distortion factor (harmonics, crest factor, etc.), the overall power factor is 0.50 or 50%, meaning your 100W load puts twice as much strain on the grid than it ideally should for the power it requires. That's why companies are often billed based on VA rather than Watts - to incite them to keep their power factor in check.
Net power transfer as far as a monotonous source is concerned only occurs at the source's fundamental frequency and for DC sources (PSUs) feeding DC-DC converters, that would be 0Hz. If you know integrals, you can try doing the Fourrier integral or transform for v(t)i(t) yourself for a source of a given frequency and a given current (load) waveform. You will find out that only 0Hz has any net power on a DC source and only 60Hz has any net power on a 60Hz AC source. All other frequencies will average zero (no net transfer) over a common factor number of cycles.
But capacitor and inductor impedance only matters for AC. On DC, capacitors have almost infinite impedance while inductors are almost short-circuits apart for their leakage and wiring losses so unless output voltage or currents change, they are practically invisible to their source.
Since DC has no phase at its fundamental frequency to worry about, power factor simplifies down to DC current / RMS current and due to how little power noise and ripple contribute to RMS unless you have a really awful DC-DC converter, the result will be very close to 1: if you have a 5A load that produces 1A RMS ripple+noise on its input, your power factor would still be 0.98.
With sufficient decoupling to minimize operating noises and ripple at their operating frequency. DC-DC converters operating at constant output power will look almost perfectly resistive between load changes as far as their upstream DC source is concerned.