Ahh new posts appeared while i typed...
Here's a method to figure actual fuel burned to push a Tesla down the road . It'll work for coal or gasoline and you can see where i accounted for power plant efficiency.
@Praestrigiator
I'm glad you showed the energy consumption of the Tesla corrected for how much fuel goes into the power plant to create the electricity consumed by the Tesla .
95 mpge ? What the heck is a mpge ?
https://en.wikipedia.org/wiki/Miles_per_gallon_gasoline_equivalent
The MPGe metric was introduced in November 2010 by EPA in the
Monroney sticker of the
Nissan Leaf electric car and the
Chevrolet Volt plug-in hybrid. The ratings are based on EPA's formula, in which 33.7 kilowatt-hours (121 megajoules) of electricity is equivalent to one gallon of gasoline,
[3]
Hmmmmm...
A gallon of gas has about 115,000 BTU's
and 33.7 kwh = 115,700 BTU so that part of their conversion is certainly close enough for demonstration purposes.
https://en.wikipedia.org/wiki/Tesla_Model_S
The
United States Environmental Protection Agency (
EPA) official range for the 2012 Model S Performance model equipped with an 85
kWh (310
MJ)
battery pack is 265 miles (426 km), higher than any other electric car at the time.
[11][12][13] EPA rates its energy consumption at 237.5 watt-hours per kilometer (38 kWh/100 mi or 24 kWh/100 km)
I too think the true energy consumption of the Tesla should be judged by how much fuel went into the power plant to make that 38 kWh the Tesla used covering that 100 miles.
If a coal plant with heat rate 9,000 BTU/kwh is burning coal with heat content of 9,000 BTU/lb(those are not unrealistic numbers) ,
it's making
1kwh/lb of coal.
Now the Tesla takes 38kwh to go 100 miles
so it'll take 38 pounds of coal into the power plant to push the Tesla that hundred miles
now ## \frac{100 miles}{38 lbs coal}## = 2.63 ## \frac{ miles}{ lb coal}##
so the Tesla gets 2.63 miles per pound of coal .
Were the power plant burning not coal but gasoline with EPA's heat content of 115.700 BTU/gallon
## \frac{115700 BTU/gallon }{9000BTU/kWh}## equals 12.85 kWh/gallon
and ## \frac{38kWh/100miles }{12.85kWh/gallon} ## = 2.96 gallons/100 miles = 33.8 mpg
(same Wiki link) EPA rates its energy consumption at 237.5 watt-hours per kilometer (38 kWh/100 mi or 24 kWh/100 km)
for a combined fuel economy of 89 miles per gallon gasoline equivalent (2.64 L/100 km or 107 mpg-imp).
[11][14]
89 mpg ? Bilgewater, By your reckoning it gets 38.
By mine it's just shy of 34, exactly same as my secondhand Ford Escort got on a recent 3500 mile trip. And i only paid $2000 for my Escort.BUT - at two bucks a gallon , my 3500 mile trip fuel cost would be 3500m/34mpg X $2/g = $205. About what it actually did cost,
At 15cents a kwh the Tesla would cost 3500m X 38kwh/100m X 0.15$/kwh = $199.50
(Better check my arithmetic for I'm notoriously awkward.)
Most people wouldn't look past that 89 mpge figure.
I think EPA is acronym for
Egregiously
Pompous
Airheads .