Power factor, almost by definition, is related to work being done; it's the relationship of
real power (work being done) to
reactive power (what is necessary to facilitate the work being done). A transformer doesn't do any work, it just transforms.
How kW of a load relates to transformer kVA is that the transformer has to supply
all of the
apparent power, both the real and reactive. So if the work being done down stream is done with inductive devices (i.e. motors) which have a lower power factor, the kW (real work output) of the motor will always be lower than the kVA that the transformer is required to deliver to it. But if the load on the transformer is not inductive, i.e. resistive heaters, then the load on the transformer is the same as the load consumed by the heaters. Sure the heaters are measured in kW as well, but the power factor is 1, so the kW load is the same as the kVA. In reality though, loads are rarely all inductive or all resistive, there is usually a mixture.
So since we can't differentiate the load on a transformer in advance, it makes no sense to size the transformer by kW. The only safe way to do it is to size it by kVA, that way you know that it can deliver what is necessary regardless of the power factor of the load behind it.
LOL, crossed in cyberspace with zog. Good to see we agree
