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How do I covert this to something i can use to explain to my ICE friends what my efficiency was?
Thanks
i was wondering if there is a way to convert this to some sort of MPG
The main takeaway is MPGe is sort of answering the question "If gasoline and electricity prices were the same thing, how far can I go?". Given that, one can only properly answer that when using local prices! So you need too calculate it. Published MPGe figures for EVs mean absolutely nothing beyond the rated efficiencies they were based on, but picked for some particular cost that likely isn't relevant to you.
The Wikipedia does a pretty good job explaining it: Miles per gallon gasoline equivalent - Wikipedia
Note that $85 isn't the whole story, since you started out with a charge at home too (which cost you some money). Roughly guessing, probably about 1800mi on Supercharging (at least, the math for that gives a more achievable Wh/mi estimate).
So if I take 1800mi that costed $85,
You can boil the formula from the Wiki article down further for your case, so that it would be
MPGe = ( Gas Price per Gallon / Total Charging Cost ) x Miles Traveled from that Charge
I can only guess your gas price from here assuming California. For the US, you have "expensive" gas which will make the MPGe look better than it otherwise would. Quick Google says $3.239 average for regular right now in California.
So,
MPGe = ( $3.239 / $85.00 ) x 1800
MPGe = 68.6
MPGe will change for your car under many circumstances similar to an ICE vehicle:
But it will also change based on the price of the fuel you're not using: gas! Gas prices have plummeted here during COVID, and thus my MPGe has as well. Pre-pandemic in summer, charging at home, I would effectively get about 180 MPGe. This winter (if gas prices stay as they have - plummeted), I'm projected to get about 73 MPGe with home charging. My lifetime average is currently a bit over 100 (had it for a bit over a year now).
- Price of "fueling" ($/kWh)
- How efficiently you drive (speed, winter, etc.)
In some states because gas is much cheaper, Supercharging can result in MPGe closer to 30 and even less (especially for winter driving). This directly supports the fact that long-distance travel is sometimes cheaper in a decently efficient ICE vehicle than a Tesla (assuming you don't have lifetime free Supercharging). But it usually can't be beat if you're charging at home.
But all of that is a lot less clear to anyone that OP
Even calculating all that out and telling someone who drives an ICE car "I went 70 MPGe" is less clear than " i spent 2000 to go $85 miles". The exercise of trying to calculate all that would be for the OP, not for the OP to tell anyone else, because no one driving an ICE car would care a bit about "MPGe".
No one asks that.. they ask "How far can you go on a charge?" "How much does it cost to go that far?" or "how much did you save doing that trip over doing it in your gas car?" All of that would be solved by "I went 2000 for $85 in this car, and I did the same trip in my previous (insert gas car here) and it cost me (insert amount here)"... that is, if the goal is actually to get ICE friends to understand the efficiency and not just figure out MPGe on the trip.
NopeI believe the EPA rates MPGe based on an average price per gallon of $3.17.
NopeThe main takeaway is MPGe is sort of answering the question "If gasoline and electricity prices were the same thing, how far can I go?".
Sure, but... I mean... *looks at thread title*
OP: Do any of your friends know their MPG ? I'l guess not..
That sort of works if the trip odometer represents one fill-up to the next. I say 'sort of' because it can be difficult to fill up the tank to the same level consistently. The auto shut-off is not particularly consistent.Its simple to get your actual MPG in ice cars. Trip odometer divided by gallons to fill up the tank
That sort of works if the trip odometer represents one fill-up to the next. I say 'sort of' because it can be difficult to fill up the tank to the same level consistently. The auto shut-off is not particularly consistent.
HehIts consistent enough for MPG tracking. Even a huge discrepancy of 1/4 gallons at top off would be just 1/2 mpg off
Heh
You cannot presume that the fill-up is starting from empty. Say you fill up at 1/4 for a 12 gallon tank, meaning ~ 8 gallons is added. A 1/4 gallon variation would introduce ~ 3% error. Fill like 'losing' 10 miles of range in you car due to inaccuracy ?