Which scenario uses the least oil?
a) An oil well with 80:1 EROEI and a 20 mpg car.
b) An oil well with 5:1 EROEI and a 30 mpg car.
c) An oil well with 2:1 EROEI and a 40 mpg car.
The answer is b)
Let's say you're driving 240 miles a day. So in scenario c), you need 6 gallons net production a day. So the well needs to produce 12 gallons per day - 6 for the car and 6 for the next day's production.
In b), you need 8 net gallons. The well produces 10 gallons per day: 8 for the car and 2 for the next day's production.
In a), you need 12 net gallons. Without working it out precisely, you need just over 12 gallons per day production. It doesn't matter if the well has an EROI of 8000:1, it will take more than 12 gallons per day to produce the 12 gallons for the car.
The order of efficiency is: b) c) a)
Something to bear in mind with EROI: 5:1 is much better than 2:1, but 80:1 is only somewhat better than 5:1. Another way to express the same numbers is to call them: 1/2, 1/5 and 1/80. This is the proportion of your production that you have to hold back for further production to maintain a steady supply. So useful production is: 1/2, 4/5 and 79/80. I think this last way of expressing it is the most useful (after all, useful production is what we're interested in here), so:
Instead of 80:1, you call it 79/80
instead of 5:1, you call it 4/5
instead of 2:1, you call it 1/2
That's a better indication of their relative worth. Otherwise, it is misleading. For instance, 80:1 is not twice as good as 40:1. It is the difference between 79/80 and 78/80. It is only 1/78 better.