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Energy Return: Formula For Confusion

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Energy Return on Energy Invested

One of the criticisms of oil sands production is that the process requires too much energy. Some argue that these projects are a poor way to use energy, because the energy return on energy invested (EROEI) is ~ 3:1 (which would mean it takes 1 BTU of energy input to produce 3 BTUs of bitumen output). Most conventional oil, on the other hand, has an EROEI in the range of 10:1 to 20:1.

The concept of EROEI has sometimes been used to challenge the logic of certain energy projects. The production of bitumen from oil sands has been challenged on the basis of low EROEI. So is the production of oil sands ultimately doomed by a low energy return? Let’s investigate.

Introduction to EROEI Basics

The concept of energy return on energy invested is greatly misunderstood. On the one hand some argue that EROEI doesn’t matter, only economics. This misses a key point: EROEI is going to affect the future of energy production, because it can be used to show that in order to maintain the current net energy for society, energy production must accelerate as EROEI declines. At low EROEI far more gross energy production is required to achieve the same net, as illustrated below:

EROEI chart

Source: EROEI Explained

But it is also true that companies don’t make project decisions on the basis of EROEI. What EROEI can tell us is the relative sustainability of the fossil fuel inputs to various projects, and it can be a useful tool of energy policy when comparing different processes. The lower the EROEI of a process, the lower the sustainability and the faster fossil fuel resources are depleted.

EROEI Basics

The important EROEI equation is EROEI = Energy Output/Energy Input. The “input” term concerns the energy that is actually consumed in producing the usable energy output. Some have incorrectly used “input” to refer to energy that is also an output (i.e., energy that wasn’t actually consumed in the process).  An example of this would be treating an entire barrel of oil as input, when what we are really concerned with is how much energy was consumed to refine the barrel.

Thus, if we have to consume 10 BTUs (Input) to extract and refine 100 BTUs of oil (Output), then the EROEI is 100 to 10, or 10 to 1. Even though the entire 100 BTUs of oil was processed, we are concerned with what was consumed.

The breakeven for EROEI is 1.0. In that case, the process has consumed just as much energy as it produced. In some cases, that may still make economic sense. For instance, if you input coal BTUs but output diesel BTUs (as in a gas-to-liquids project), then the coal was converted into something of greater value. However, if the input is a transportation fuel and the output is a transportation fuel, then from an energy policy point of view the relevant question for a low-EROEI process would be “Why not just use the inputs directly as a transportation fuel?”

Another major caveat is that there is no time factor included in EROEI calculations. Thus, it is possible for a lower EROEI process to be more attractive than a higher EROEI process if the former returns the energy over a shorter time interval. A process that returns 3 percent excess energy on a daily basis is better than one that returns 100 percent excess on an annual basis, even though the relative EROEIs are 1.03 to 1 and 2 to 1. Thus, when someone makes a blanket statement about an EROEI for a process, or between competing processes, a key question needs to be “Over what time interval is the EROEI calculated?” (I explained this in more detail in How Not to Use EROEI).

Reviewing the Methods of Oil Sands Production

As discussed in Mining Black Gold in the Great White North, there are two primary ways of producing bitumen from oil sands. The first is steam assisted gravity drainage (SAGD). This process consists of:

  • Drilling a pair of horizontal wells, one about 5 meters above the other

  • Extracting brackish groundwater and converting that to steam

  • Injecting steam into the upper well for months to heat up the bitumen

  • Pumping the hot liquid bitumen from the lower well (steam injection continues during most of the well’s lifetime)

  • Separating the returned water from the bitumen and reusing the water in the process

When oil sands are produced via surface mining, the process consists of:

  • Removal of the overburden (timber and 30-40 meters of peat, clay, and sand)

  • Digging up the bitumen-laden ore and transporting it to the processing facility

  • Mixing the ore with hot water to separate the bitumen from the sand

  • Transporting the remaining sand and residual bitumen to tailings ponds for further settling

  • Optionally upgrading the bitumen into synthetic crude oil

Two companies that I visited on my recent trip to the Athabasca region were Cenovus Energy (NYSE: CVE, TSE: CVE), which produces bitumen primarily via the SAGD process, and Canadian Natural Resources (NYSE: CNQ, TSE: CNQ), which primarily produces bitumen from surface mining. In the Athabasca region there is an abundance of cheap natural gas, which is consumed in these processes to produce much more valuable crude oil.

The Competitive Analysis

Competitive analyses are tools used by companies to assess their strengths and weaknesses. The organization doing the evaluating will be given access to data from a number of participating companies to provide an overall analysis of particular metrics. The results are then shared with the participating companies, but each company is only allowed to see their rank among the other companies.

During the visit to Cenovus, the company provided data from such a 3rd party competitive analysis which enabled me to calculate the range of EROEIs across the industry. In the graphic below Cenovus knows which bars belong to them, and they know which companies participated, but they don’t know which other bars belong to which companies:

Steam-to-oil ratio chart

Steam to Oil Ratio. Source: Cenovus Investor Presentation

So we can see that in this analysis of data collected by IHS CERA, the four lowest “steam to oil ratios” — a measure of the relative indication of how much energy is being used — are found in four Cenovus projects. FC, TL, CL, and NL are Foster Creek, Telephone Lake, Christina Lake, and Narrows Lake — all Cenovus projects or joint ventures. The Grand Rapids (GR) project in the middle of the pack is also a Cenovus project.

Calculating the EROEI of Oil Sands Production

But how does a “steam to oil ratio” (SOR) translate to EROEI? I spent a lot of time going back and forth with Cenovus on this issue. To an engineer, a “barrel of steam” really has no absolute meaning, as energy content would vary with the temperature and pressure of the steam. So I asked for actual BTUs of energy to produce a barrel of steam, so that I could make relative comparisons. After several follow-up email exchanges and a phone call, here is what I was told by Brett Harris, a Cenovus spokesperson:

“As of the second quarter of 2012, we were using approximately 840 cubic feet of natural gas to produce 1 barrel of oil. On a BTU basis, that’s approximately 856,800 BTUs of natural gas to produce approximately 5.8 million BTUs worth of oil, which is a ratio of about 1 to 6.8.

Unfortunately, I don’t have the electricity input for 2012. The last year for which I have fully calculated numbers was 2008. In 2008, at our Christina Lake operations, electricity and diesel accounted for about 5% of the total energy input to create a barrel of oil. Natural gas accounted for the remaining 95%. At the time, our all in energy ratio to produce a barrel of oil was about 1 to 6.3. (I believe that has improved since then, but I don’t have the electricity numbers to calculate a more recent all in number for you).”

So if I use their 2012 ratio of 840 cubic feet of natural gas to produce a barrel of oil, add another 5% to account for diesel and gasoline, I arrive at about 900,000 BTUs of energy to produce 5.8 million BTUs of oil. That results in an EROEI for Cenovus’ SAGD bitumen production of 6.4 to 1. The EROEI has been improving over time as they have learned what works well and what doesn’t, and it is approaching the lower range of conventional oil production.

But note in the graphic that while the SOR for most Cenovus projects is down in the 2 to 1 ratio (2.1 according to the graphic below), one of their peers uses a lot more energy at ~7.8 to 1 for the SOR. While the comparison isn’t perfect, because some companies may define a “barrel of steam” in slightly different ways, we can make a rough estimate of the EROEI for the industry laggards.

If we assume that 900,000 BTUs of energy inputs are approximately the equivalent of a 2.1 to 1 SOR, then a SOR of 7.8 would be approximately 3.3 million BTUs of inputs to produce 5.8 million BTUs of oil. (That may be a slight overestimate as that also assumes that the laggards are less efficient with electricity and diesel; if we assume that their electricity and diesel efficiency is the same as that of Cenovus, I come up with 3.2 million BTUs of input).

That means for the worst in class, the EROEI is only about 1.8 to 1 (5.8 million output for 3.3 million input). If these were fungible inputs and outputs — for example, if this company had to cannibalize some of their oil to produce the energy for the process — this wouldn’t likely be economically viable for that particular project. Perhaps their process is still economical with cheap natural gas inputs and oil outputs, but the very existence of this process means that those low-ball EROEIs regarding oil sands production have some truth to them.

While the one company with an SOR of ~7.8 is a clear outlier, there are a number of companies operating in the 4 to 5 range for SOR. Assuming an average of 4.5 for the SOR and repeating the earlier exercise, I arrive at an EROEI for these companies of 3 to 1. So it would appear that the vast majority of oil sands operators are operating in the 3 to 1 range.

How does this compare to surface mining of bitumen? According to the following graphic, Cenovus’ SAGD process is better than the average surface mining process, which itself looks to have an SOR of about 3 to 1. That would make the EROEI of surface mining of bitumen about 4.3 to 1 — better than the average SAGD process but not as good as the best SAGD processes.

Greenhouse Gas Intensity chart

GHG Intensity Across Comparable Crudes. Source: Cenovus Investor Presentation

One other item of interest from that graphic is that it indicates that Cenovus’ bitumen production actually has a better energy return from well-to-tank than Nigerian light oil or California heavy oil. This would take into account the production, transport, and refining of the oil. Saudi Arabian medium crude has the lowest energy inputs on the graphic, indicating it has the highest EROEI. (Note that in the previous EROEI calculations, the refining step isn’t included; refining to finished products requires another 500,000 to 600,000 BTUs of energy input per barrel of finished product).

Conclusions

The next time you hear someone argue that oil sands production has a low energy return relative to other sources of oil, you will know that the truth is more complex. Across the industry there is great variation. While the industry average EROEI for oil sands production via in situ methods is indeed around 3 to 1, the very important caveat is that it is possible to have an EROEI of double that — as Cenovus has demonstrated. Further, some conventional sources of oil have a worse energy return than many sources of bitumen.

investingdaily.com



9 Comments on "Energy Return: Formula For Confusion"

  1. BillT on Wed, 11th Dec 2013 12:55 am 

    Sucker bait for this Tar Sand project. Misdirection for the less educated, which is most of Americans these days.

  2. DC on Wed, 11th Dec 2013 2:13 am 

    This is taken directly from Robert Rapiers paid junket to the tar-sands, courtesy of the Harper Regime BillT. The full article is a few articles back of this one.

  3. Dave Thompson on Wed, 11th Dec 2013 6:56 am 

    Pay no attention to the destructive pillaging going on over the horizon. What matters here is that we will soon be the next Saudi Arabia of energy independence.

  4. J-Gav on Wed, 11th Dec 2013 9:43 am 

    Oh, I get it … pretty soon we’ll have flying SUVs full of smiling SOBs.

  5. Arthur on Wed, 11th Dec 2013 10:01 am 

    But it won’t last very long…

  6. rockman on Wed, 11th Dec 2013 12:37 pm 

    EROEI may be important to a number of folks. But it never has nor every will be a determining factor in what gets developed in the oil patch. It’s very simple: Project A has an EROEI of 5 and project B has an EROEI of 10. Project A gets drilled because it has an acceptable rate of return. Project B, which costs considerably more than Project A, produces an unacceptable return on investment so it doesn’t happen. Today I routinely reject deep NG drilling projects which have very good EROEI’s because they don’t produce a sufficient return on investment. About 4 years ago I would have drilled everyone when NG prices were much higher. The EROEI of these projects hasn’t changed during the interim period…just the economics.

    The amount of energy input of a project does have some effect on a projects economic profile. But many folks greatly over estimate not just the direct energy input (mostly diesel fuel) but also the embedded energy in the infrastructure. Several months ago I completed a horizontal oil well in a field many thought depleted. I used 300,000 gallons of diesel to do the project. Assuming a 25% yield it took cracking 29,000 bbls of oil to make that fuel. For simplicity assume they threw away the rest of the products. It will take this well about 6 months to recover 29,000 bo. I estimate the ultimate recovery to be about 250,000 bo. That yields an EROEI of 8.6. The embedded energy is a more complicated calculation. But folks need to remember that drill rig wasn’t built to drill just my well and was then thrown away. Same for all the rest of the equipment used. A fair estimate based on amortization of all the wells eventually drilled with the infrastructure, my well accounts for 1% of the embedded energy…at most. IOW not a great deal of energy for my one well.

    But just as in the example of my NG wells why couldn’t I get this project drilled 10 years ago when I generated it? Why wouldn’t someone drill a well with an EROEI over 8? Very simple: the price of oil 10 years ago didn’t provide an attractive return. I don’t have any way of even roughly estimating the EROEI of the oil sands. But I don’t care. If an operator is developing his oil sand reserves they must be providing an acceptable ROR. Which also implies his project has a positive EROEI. Might be 3…might be 8. Doesn’t matter because no one is going to decide if his leases get developed or not based upon whether there are other projects with better EROEI. Society doesn’t decide which projects get developed…investors do. If oil prices crash many, if not most, of the oil sands projects may be suspended even though their EROEI hasn’t decreased.

    One can certainly make a list ranking projects by their EROEI and criticize the ones near the bottom. But it won’t determine which projects get developed. The economics will do that. Which might explain why many alt projects with what appears to be very nice EROEI’s are being developed very fast…they also depended on an economic analysis to determine their faith. A commercial solar panel project may have twice the EROEI of a particular oil sands lease but if it doesn’t meet the economic threshold to attract an investor it won’t get built.

  7. Dave Thompson on Wed, 11th Dec 2013 3:26 pm 

    All the money in the world will not produce a single calorie of energy, without at least a single calorie of energy input.

  8. shortonoil on Wed, 11th Dec 2013 4:34 pm 

    As much as I enjoy Rapier’s work there is much in this article that is just plain wrong!
    For instance:

    “The breakeven for EROEI is 1.0.”

    The breakeven for an ERoEI of 1:1 could only be achieved by a system that has no internal irreversibilities, that is: a perpetual motion machine. A perfect Carnot cycle. In most systems it is much higher than 1:1. Conventional crude, for instance, has a theoretical breakeven point of 1:43 to one (1.43:1). Some of the system’s energy MUST be give up as waste heat for the process to go forward. The Second Law requires it!

    “Another major caveat is that there is no time factor included in EROEI calculations. ”

    ERoEI must be defined at a point in time to have meaning. The time factor for ERoEI is implied.
    The ERoEI of conventional crude in 1960 was 78.4:1, in 2012 it was 10.1:1. Without the date (time factor) the 78.4 number is meaningless.

    There are many other problems with this analysis, so take it with a grain of salt.

  9. rockman on Wed, 11th Dec 2013 5:21 pm 

    SOO – Good point. But: ““Another major caveat is that there is no time factor included in EROEI calculations.” I missed that statement but I wonder if it really refers to how quickly that E is returned and not when the calc is done. Same aspect with cash flow from a well: it might sound like a great investment if a well costs me $1 million to bring to production and produces $2 million worth of oil. Yes if it does so in several years. Not so if it takes 15 years. Paying me $100 interest on a $100 loan in two weeks is loan sharking. Paying me $100 interest on a $100 loan in 30 years is a money losing loan. That’s why we use NPV, Net Present Value, to calc the rate of return. Adjusts for the time value of cash flow. I’ve never thought of it this way but if I spend 1 million BTU’s to produce 2 million BTU’s it makes a big difference in the value of that project if it takes 15 years to produce that 2 million BTU then if it takes only 2 years. That may be one factor in why the alts aren’t booming: the EROEI may look great on paper for project A but if it takes, let’s say, 8 years to recover the energy input from its output it might not look as attractive as another project with a lower EROEI that recovers 100% of the energy input within 3 years. In the end, the energy flow is still going to be measured in $’s.

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