On Tuesday, I presented at the Smart Energy Council’s Queensland Expo on the topic of utility-scale storage in Queensland. There were two prompts that led me to want to undertake some analysis into the topic:
In this follow-on article to my presentation, I hope to provide some context about storage and explore the current market price signal for duration. Keeping with the theme of the conference, this analysis is primarily focused on Queensland, but I believe some of the key takeaways are likely to be relevant for the rest of the NEM.
To begin, I’m going to assume that you, my reader, are familiar and aware of the important distinction between a megawatt and a megawatt-hour.
You are? Great. But just to be sure.. this is just a gentle reminder that a megawatt is a rate of production (or consumption). Whilst a megawatt-hour is a volume over some period of time, not necessarily just an hour.
From a brief literature review, there seems to be some consensus that eventually a large number of megawatts of firming will be needed – even potentially somewhere in the vicinity of whatever peak demand may be – to cater for short periods where solar and wind generation are bound to be exceptionally low.
This firming is likely to be supplied by forms of stored energy… which could be batteries, pumped hydro, solar thermal with storage, compressed air storage or even gas turbines drawing on stored energy in gas pipelines with diesel backup.
Where there has been much less consensus is in regards to how many megawatt-hours of storage would be needed in some future VRE-dependent grid.
There has been a number of well-known independent studies that have been conducted on the topic. One of these long-term studies by Andy Boston, Geoff, and Nathan Bongers, concluded that we may need as many as x10 Snowy 2.0s to manage seasons of low wind and solar.
Joel Gilmore and a small team from Griffith are slightly more bearish on duration, modelling that simulated VRE energy did not fall below 75% of expected production over a two week period when backcasted against historical weather data. On the other end of the spectrum, David Osmond’s two year simulation concludes that only 5 hour of storage (and a tiny amount of dispatchable generation) may be necessary.
We need to take all of these models with a dose of humility because:
So where are we now?
On the left of the image below we can see all battery projects currently ‘in play’ in Queensland. At last count, there are seven that are either operational or under construction. In addition, there are about thirty more that are proposed, but all have varying degrees of certainty in terms of proceeding. You can see here that many of these battery projects are clustered around the two hour mark, with very few beyond four hours.
On the right is the same chart but for pumped hydro storage projects in Queensland. Wivenhoe is the only current operational plant in the region, but will eventually be joined by the Kidston project in North Queensland currently under construction. There are a handful of proposed projects (some of them more publicised than others) but all are still some ways away from construction.
Now there are a lot of smart ways that a storage device can add value and earn revenue. As you are probably aware, the vast majority of these projects currently being developed intend to target the frequency control markets as a key source of revenue. As these markets aren’t infinitely deep, it is likely that energy arbitrage will become an increasingly important concept as we move through the transition.
As I noted in my summary of Q2 price trends in July, there are increasing incidences of more extreme prices at both the high and low (even negative) end. Intra-day price spreads appear to be widening for a host of reasons, but primarily because of:
From the chart above you can see quite clearly that average morning and early evening price peaks in QLD have been becoming more pronounced – which is making for a more attractive arbitrage opportunity for storage.
But not every day in the NEM is the same…
In fact, the NEM is one of the most volatile commodity markets in the world – so averages usually hide the underlying extremes. And because prices are volatile in the short and long term, that means that different price spreads for varying lengths of time exist.
In terms of arbitrage, short-duration batteries are quite capable of buying during those daily troughs and selling during those daily peaks. And effectively these batteries need to cycle almost every day to justify the initial investment.
But more duration adds more cycle flexibility. For instance, a large pumped hydro plant in comparison is much more capable of load-shifting across days, weeks, or even months to take advantage of what may be a bigger spread.
In May, RenewEconomy’s David Leitch published some analysis of diurnal (i.e. daily) spreads available for batteries that may be of 2, 4 or 8 hours of duration.
But because of the effect mentioned above, myself and team at Global-Roam were more interested in examining the element of time against duration – in order to understand how strong or weak the current market price signal is.
As a thought experiment, I made a simple spreadsheet model to understand the relative value of being able to capture longer price spreads.
I took every single spot price in QLD from last financial year (i.e. on a 5-minute basis) and ran four simulations on that data – a summary of each of these scenarios is in the image above.
Essentially you can think of the scenarios as: how much revenue would you have generated if you bought and sold 1MWh optimally each day 365 times? versus; how much revenue you would have generated if you bought and sold 7MWh optimally each week 52 times? and so on and so forth.
I purposely added in the assumption that you had perfect foresight in each scenario and thus could optimise your revenue perfectly. All scenarios were capped at a 1MW power limit – and that was effectively my constant – so that I could try to understand the relative value of extra duration.
The scenarios very loosely resemble storage devices with increasing amounts of duration, but I intentionally ignored state of charge, round-trip losses, the effect on price setting, etc. – things that matter a lot in the real world… but are not important when you only want to look at price spreads and arbitrage strategies alone as I am doing here. So this is not a sophisticated model by any means, but hopefully, a useful way to problem-solve by simplification.
The chart above is a sample of the output from Scenario 1 on a given day. This is for July 16th 2022 – we can see that it sold its 1MWh in the early morning, and bought it back in the middle of the day, and then it was done for the day. And it did something similar the next day.
This isn’t that far removed from how a battery might operate in the NEM if it was only focused on arbitrage. Here you should begin to get the idea that, in relative terms, it’s not too hard to predict the general shape of prices over a day, on most days.
A graphic showing all the prices that were captured in Scenario 4In comparison, the image above shows the simulated price capture for Scenario 4. This was the scenario where you could optimise your whole volume over a full year, and therefore it wasn’t constrained to cycling daily, weekly or month.
The main thing to note here is the randomness of all the price spikes that were captured. As I mentioned earlier, these simulations assume perfect foresight – something that is far from reality. From comparing the last two images, perhaps you can begin to get an idea of how unpredictability has increased with cycling length.
Below is the final results from the four simulations.
You might have seen in a previous chart that the annual cycle scenario sold most of its volume in July, so it got off to a quicker start than the rest, but by the end of the financial year all four outcomes somewhat converged.
The ‘simulated revenue’ numbers in the table above aren’t all that significant because of my simplifying assumptions. But the ‘premium-to-daily’ percentage is more what I wanted to get out of this analysis. It is my attempt at trying to quantify the relative returns in a best-case scenario for different arbitrage strategies.
So whilst each scenario received a higher premium than the one before it, it’s another question about whether this premium justifies additional capital costs. If we assume that this premium percentage is somewhere in the ballpark of being accurate – I don’t think that the additional construction cost of adding 365 more hours of duration to your storage project would come anywhere close to being covered by a 41% market premium.
Obviously cycling by financial year and running simulations based on calendar months, etc. is fairly arbitrary. In order to gain a slightly bigger picture, I reran the simulations using four more financial years worth of data to expand the sample size. As you can see below, the results did not diverge substantially.
Rerunning the same simulations over the past five financial years. Note: Percentages are based on dispatch prices both pre and post 5-minute settlementThis analysis is largely just a thought experiment so there are many simplifications, but hopefully, there are still some important lessons that can be learned:
This article was originally published on Watt Clarity. Republished with permission. Read the original article here.
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