Show me the math for both ICE cars and Tesla, from well-head to road. Because generating electricity takes energy, and there are losses in the distribution system, and the charging systems are not 100% efficient either.
Sorry for the repost. This is probably a better place for this.
The 1100 BTU/mi figure is consistent with the efficiency of a ICE vehicle from crankshaft to wheels. It takes about 20-25 hp to push a ICE vehicle at 60 mph. So in an hour it will burn 53.7-67.1 MJ. Since it travels 60 miles in that hour, that works out to 0.89-1.12 MJ/mile. Or 848-1060 BTU/mile at highway speeds.
If you factor in other losses for the Tesla, add in a 40% efficient coal plant generating the electricity, 97% transmission efficiency over high-power electrical lines, and 75% charging efficiency and the Tesla actually uses 1100 / (.4*.97*.75) = 3780 BTU per vehicle mile. So it's actually not much different from an ICE from an energy consumption standpoint. (There are discharge losses too, but since the 1100 BTU/mi figure was apparently derived from a 85 kWh battery and 265 mile range, the discharge losses are already included.)
The vast majority of the reason an EV is cheaper to operate is because coal is so much cheaper than gasoline. Coal costs about $50 per ton. A ton of coal has approximately 24 GJ of energy. That's about 0.21 cents/MJ. Gasoline costs about $3/gallon, and has about 120 MJ/gallon, or 2.5 cents/MJ. For the same amount of energy, coal is an order of magnitude cheaper than gasoline, which gives the EV a huge advantage in terms of operating costs. This is not a bad thing - being able to transfer a cheaper but traditionally static energy source into use in a mobile application is an economic win. But don't confuse it for better efficiency.
Yes you could argue that we can make electricity from renewables. But the vast majority of the cost of renewables is in the initial production of the turbine or PV panels. Operating costs are nearly nil (limited to maintenance). So for a fair comparison you then need to incorporate production and transport costs. At which point renewables lose because on a per Joule delivered basis, even with coal plants being only 40% efficient, coal is still cheaper than wind and solar power. (Wind is only about twice the cost of coal, so cheaper than gasoline, but I suspect solar would be about the same cost as gasoline.) You need to incorporate cost of harm done by pollution for renewables to pull ahead. (And even then, only hydro, wind, and geothermal. PV solar still has a ways to go.)