by pup55 » Sun 15 Jan 2006, 23:24:26
Imageshack is working slowly tonight so I will have to wait until tomorrow to post the graphs.....
....but there is a guinea pig for this calculation: the middle east countries have no real industry except oil production, so if you make the assumption that the internal oil usage for the middle east is devoted to the extraction of oil, you can guesstimate the EROEI of middle east oil by computing the ratio of production to internal consumption.
If you do this, using the BP review data, what you find out is that this number has been fairly contant at about 20% for the last 20 years or so. In other words, for every five barrels pumped in the middle east, one is consumed internally. The increase in internal usage is just about the same as the annual increase in overall production, so this must be a pretty good estimate.
So as long as the supply of mideast oil is pre-peak, which it is, as long as the growth rate of overall extraction is greater than the growth rate of internal consumption, they will go pumping along like normal.
However, as soon as extraction goes into decline, or if the growth rate of internal usage exceeds the growth rate in overall extraction, they you can estimate the year that EROEI will reach 1.0.
Here are some little tables with various assumptions. For example, in the first case this assumes that the decline rate of mideast oil is zero percent, that is, they are able to maintain current production indefinitely, and the increase in internal consumption is 0, 2%, 4%, etc. In this case, at constant production, but 4% usage growth, for example, the mideast oil will reach EROEI in the year 2044.
$this->bbcode_second_pass_code('', 'decline rate: 0%
Int Cons Rate Year
0 na
2% >2065
4% 2044
6% 2031
8% 2024
10% 2021
decline rate: 2%
Int Cons Rate Year
0 >2065
2% 2043
4% 2030
6% 2024
8% 2020
10% 2018
decline rate: 4%
Int Cons Rate Year
0 2042
2% 2030
4% 2024
6% 2020
8% 2017
10% 2015
decline rate: 6%
Int Cons Rate Year
0 2029
2% 2023
4% 2020
6% 2017
8% 2016
10% 2014')
So you can see that once the mideast oil hits the peak and starts to decline, the year at which EROEI becomes 1.0 gets sooner and sooner (depending on decline rate), which is what we would expect, but even in the most extreme case, which is a 6% decline rate, it is still will not happen until about 2014 in the most extreme case.
We had a thread earlier in this forum about Saudi oil production. In light of Saudi's kind of dominant role in this, it is an interesting subset of the above data. Last year, the growth of internal oil consumption in Saudi was 6%, but the increase in production was only about 2%. So, this is a case where production could still be pre-peak, but it is taking progressively more and more oil to get the remaining oil out of the hole. Using the same model, and assuming the current growth rates are going to remain constant, the EROEI of Saudi will reach 1.0 in about 2044.
So the question comes up: What will happen first: EROEI becoming 1.0, or "running out of oil" and the answer is, by this model, the EROEI will always happen first, and the amount remaining in the ground will be a function of current reserves, and rate of extraction decline, but, no one knows how many reserves are in the ground so I have not spent too much time on that calculation.
It is an interesting question, I think.
Now you can make the argument that average EROEI for the entire world may reach 1.0 before this, but even if this is the case, the lucky few nations with EROEI less than 1.0 when this happens will still be pumping away right up until armageddon. No doubt the middle east will be able to hold out for a long time, but maybe Uzbekestan or someplace will still be able to continue to produce past 2044. Also, there might be individual wells in each of the places that will not exceed 1.0 for a long time.