John Tserkezis said:
A square wave input of the same RMS value of an equivalent sine wave will
have a much higher crest factor. That is, the peak value is *much* higher in
relation to the RMS value, as compared to a sine wave.
I think you have this statement backwards. The peak of a perfect
squarewave is equal to the RMS. The peak of a perfect sine wave is
1.414... times the RMS value.
Most "square wave" converters don't really make a square wave. They make
a signal like this:
ASCII Art:
....******............******.......
...................................
...................................
***......***......***......***.... 0V
...................................
...................................
.............******............****
The peaks are about 20% higher than the RMS rating. This make the output
of a capacitively filtered rectifier end up about 20% lower than expected.
Fortunately most electronics can handle this. Unfortunately not all
electronics can and electric motors also can have trouble with it.
This waveform has high frequency components in it. Many transformers and
motors and the like are made from iron that becomes quite lossy at higher
frequencies.
Induction motors are double trouble in this regard. They always appear
fairly lossy at higher frequencies when they are running. The exact
explaination is long but the simple version is the that the motor is
trying to run at both its normal speed and at 5 times that speed. As far
as 5 times the speed is concerned, the motor's rotor is nearly blocked
(not turning). this leads to very high losses.
Most power supplies simply bridge rectify the AC input, and feed that
somewhat pulsating DC into the regulator that does the bulk of the work.
The word "somewhat" is becoming less true. Newer supplies rectify the
input and run the pulsating DC with nearly no filtering into a DC-DC
converter that is designed so that over the period of a few cycles its
input current is proportional to the applied voltage. This regulator does
not regulate very well and is followed by a large filter capacitor and a
second DC-DC converter. This is how modern power supplies make themselves
appear to be resistive loads to the power grid.