Energy used to 90%: 3.799 kWH
Time to 90%: 94 min.
Energy used to 100%: 4.816 kWH
Time to 100%: 120 min
Min. charge/mile of travel 4.636 Constant 60 mph to 100%
Min. charge/mile of travel 3.593 Constant 45 mph to 100%
Min. charge/mile of travel 2.814 Constant 45 mph to 90%
I see what you did there. You took the 94 minutes it took to charge to 90% and divided by the number of miles you had already ridden. That doesn't work because you didn't replace all of those miles. What you needed to do is take the 94 minutes and divide it by the number of miles you "got back", which you didn't test. The gain in time you were seeing in your calculations came from pretending that the missing miles didn't exist.
Proto did the math better.
One thing that would be useful to know was the charge level that you started charging at. You charged from NN% to 90% in 94 minutes and from NN% to 100% in 120 minutes - where NN% is the starting charge level when you hooked up to the charger. If NN was 0%, then it got only 10% more charge for 30% more time which would be horrible. If NN was 80%, then it got twice the charge for only 30% more time which is a great deal. But I'm guessing that NN was closer to 49% because 4.8/9.3 is 51% charge used. So you gained 41% in 94 minutes or 51% in 120 minutes which means you got 24% more charge (51/41) in 28% more time (120/94) - mostly a wash.
I'm guessing that if you tried charging from a much lower state of charge, around 10% remaining on the gauge, and charged to 90% vs. charging to 100% you'd see a larger differential of time because you'd spend more time in the higher current, but it may not be huge given that its maximum charging capacity is around 2.6kw. It would be a better experiment to drain the battery to a low charge and then time it to various % levels and see where the knee in the curve of the graph is. Then make that your charging target, and make sure it is enough energy to make your longest trip leg with a margin of error.
Extrapolating to my planned trip between South SF and Ventura, CA...
Driving time @ 60 mph: 10 hours
Driving time @ 45 mph: 14 hours
You earlier said that your 60mph trip was 366 miles, which would be more like 12 hours round trip, and your 45mph trip was 402 miles which would be 17.9 hours round trip...?
Using Protos numbers for "travel+charge time/mile" we get:
366 miles * 2 at 60mph and 5.5 minutes per mile = 4026 minutes = 67.1 hours total trip+charge time
402 miles * 2 at 45mph and 4.93 minutes per mile = 3963 minutes = 66.062 hours total
Also of note: 45 mph off the freeway seems like a way more pleasant way to move across the planet than 60 mph on the slab, making my trip more enjoyable to my spirit, and probably no more grueling to my body.
This is worth several minutes per mile of charge, at least!