You went through a lot of math there that was of no value.
To you perhaps because you either didn't read it or don't understand it.
The issue is not that the additional losses are small, the issue is that the aggregate amount is large. Car charging is a new thing.
The average US male drives 16550 mi/yr. At the rate my X burns power that would require 5792 kWhr. Recognizing that the OBC isn't 100% efficient let's call that 6000 kWhr. In the previous 365 days I used 66,000 kWhr. Thus, if I drive the average and do all my charging at home my electric demand will go up 9.1% and if everyone did the same as I did the utilities (or someone) would have to provide 9% more power. That would, of course, be a challenge for them. I'm not sure if this is what you are about here or if it is power factor. Again I encourage some thought. At the present time about 1% of vehicles on the road are EV's. Thus the increased demand on the nation's electric suppliers would be, based on my usage which is doubtless high even if it pales in comparison to Al Gore's, about 0.1%. It is going to be a while before the emergence of EVs has an appreciable impact on the grid. But someday.... As for power factor the "valuess" math shows that for a reasonable and typical distribution system a power factor as low as 0.8 would impose an additional 0.1% burden on the distribution system (to supply the reactive related I^2R losses) relative to pf = 1.0. Thus at 0.8 pf the system would have to provide not 9% more vars but 9.01%.
The power company is going to have a shot at new fees on utility bills because one way or the other, car charging is going to result in changes to our utility distribution and more importantly the billing.
The utilities will have whatever opportunities to bill the local rate boards grant them.
Don't believe for a minute that any issues of power factor will be ignored.
I'm sure they will be because apparently there aren't any. And even if the chargers did lower the power factor of the house's load to below 0.8 the utilities wouldn't care because the losses, as I calculated in the last post, would be insignificant even if every house had a charger on all the time. This is what the math would tell you if you were to look at it to the point that you understood it. The power factor of the charger (or to be robust we should say the power factor of the single one I have examined at relatively light load) is better than the overall power factor for the combined load of the rest of the house (0.95). Thus no power factor concerns on anyone's part.
I'm not sure what your point is. The charger won't alter the voltage waveform in any appreciable manner. The trick is to keep the current as close to the same waveform shape as the voltage as practical.
I guess the point here is that you seem to be under the impression that waveform shape influences power factor to the point that it is necessary to try to keep the current draw waveform as close to the voltage waveform shape as possible. What determines power factor is not the shape of the current waveform but the phasing of the current pulse WRT the source voltage. Thus the challenge is not to control the shape of the current pulse but the timing. As long as the current and voltage are of the same sign at all times throughout the cycle actual shape doesn't matter (WRT pf).
The early switching power supplies drew a big narrow current pulse which wasn't at all like a sine wave but it occurred when the voltage peaked. Thus the power factor was not reduced though there were plenty of implications with respect to the high harmonic content.
You seem to think I don't understand this when I do.
I can only judge by what you post here.
You seem to read a lot into my posts that isn't there. The concepts are very simple really.
Evidently they are more complicated that you seem to appreciate.
Turning them into equations and numbers may be complicated, but measurements are not so complicated.
That's why I have based my comments on measurements.
You also seem to distort numbers I provide. I talked about the utility not being happy with a PF of 0.9 and you did your calculations at 0.95 PF.
This is how I can tell you aren't actually reading the posts. I gave numbers for power factors of 1, 0.95, 0.9 and 0.8
Some might question my sanity in taking the time to work the examples you are not reading. I may well be insane but I do derive benefit from all this. I get to take measurements on my new toy and think about things I haven'y been concerned with since I designed power transformers at a summer job many, many years ago.
The utilities are most likely going to get dramatic about this in order to manipulate the regulators. The numbers won't matter because the utility companies won't be engaging in a two sided conversation. It will be all one-sided. Expect your electric bill to be revamped (and raised) in 5 or so years when the utilities declare it to be a crisis.
Logic would seem to dictate otherwise. In the first place, the utilities aren't going to be noticing the increasing load from EVs to the point where it makes a difference for quite a few years. In the second place, a load increase of as much as 9% could probably be handled without the need for additional infrastructure by encouraging charging away from peak times. In the third place the home EV charging load looks better to the utility than the other loads in the modern home. In the fourth place, they aren't having any conversation with you - it is with the state utility boards.
I'm not expecting anything from the utilities directly. What I am expecting is some kind of tax, which could be levied through the utilities, to compensate for the fact that I am using the roads now without contributing any revenue for their maintenance through gasoline taxes.