I noticed something tonight. The EPA mpge gallon of gas equivalent is 33.7 kwhr. Tesla's 2017 supercharging price in California is $0.20 / kwhr. That makes a "gallon of gas" $6.74 at Tesla's "pumps." What am I missing here?
You're looking at the wrong final value. If you look at consumption of the fuel unit (electricity vs gas,) combining that energy consumption (mpg), and efficiency then you can determine $/mi, which is the better measure.
I used the calculator on
fueleconomy.gov, there's a personalize button on the bottom that I adjusted to $0.20kwh and $6.74/gallon of fuel.
Cost to drive 25miles at @0.20kwh w/ 2017 MS90D (104mpge) = $1.60
Cost to drive 25miles at $6.74 w/ 2017 Toyota Prius (52mpg) = $3.24
IF the Prius was able to double it's efficiency, then yes the equivalent gas rate would be $6.74, but you can't really assume the Tesla will get 104mpg as an ICE either.
The majority of consumption of fuel on an ICE results in lost heat vs energy to propel. They can make it more efficient, but I don't know it will be able to be equivalent to an electric motor in the same car. Since we don't have a gasoline Tesla to compare, I used a Ford Focus EV vs Ford Focus ICE.
2016 Tesla Model S 90D: 104 combined MPGe
2016 Ford Focus EV: 105 combined MPGe
2016 Ford Focus ICE: 32 combined MPG
It's pretty close between the Focus and the Tesla, with both achieving $1.60/25mi @ $0.20/kwh. So we can go on an assumption that an ICE Tesla would achieve MPG numbers in the same general range. To achieve the same $1.60/25mi in the ICE Focus, the fuel cost would have to be $2.05/gallon.
I think this is very comparable to looking at heating fuels when I look at a heating fuel calculator. (
Energy.gov has one for heating fuels republished by Purdue.edu) Electricity as a unit has the lowest heat content (btu) out of all fuels. It also has the lowest unit cost ($/kwh) But if you use it on a gas equivalent efficiency level (Furnace or Boiler) it will equal or often times be more expensive than any other fuel unit (fuel oil, diesel, coal, etc.) The advantage of electric is that it's able to surpass those efficiency levels, and in the heating world; it's able to achieve 3 or 4 times the efficiency and achieve a cheaper $/btu.
It's a long post. In summary, if you need a real-life indicator of whether or not Supercharging is expensive; use $2.05/gallon to compare to $0.20/kwh.