Something funny is happening with the
price of crude oil. Supply is increasing, demand is decreasing, storage
capacity is running out, and yet the price is going up. Up from $32.84
a barrel on February 26 to $36.33 a week later on March 4. That's a
rise of 10.63% in one week. Up almost another 5% today. If you are
interested in this topic,
listen to about 10
minutes of this Macro Voices
podcast starting about 41 minutes. Then come back and read on. If you
have the time, the entire podcast is worth a listen as are the other
offerings on their website. It seems that speculators anticipating a
rising price have been able to drive the price up based on their will to
see it rise. And foreign oil ministers have cooperated with press
releases hinting at impending production cuts or freezes. The key to
the potential collapse of this house of cards may be the rapidly
approaching limit on crude oil storage capacity.
For background, let's review some basics of crude oil storage in the US (Crude Inventories and Storage Capacities)
![graph of U.S. crude oil storage capacity, as explained in the article text](https://www.eia.gov/todayinenergy/images/2015.03.04/main.png)
PADD is an acronym for Petroleum Administration for Defense District. The country is divided into PADD districts labeled 1-5. The map above shows the boundaries of the various PADDs and the graph shows the capacity of each. As I mentioned, that data too is a bit dated, but close.
The narrative on the webpage defines the terminology such as the difference between working capacity and shell capacity, so check out the actual page to read that and get a fuller understanding. This diagram below is down at the bottom of the page, and it clarifies the terminology even better.
For current stats on capacity, check this webpage.
As of this writing, November 2015 is the most recently published data
on capacity. March 2016 data will be published at the end of May.
Here are the current stats on available storage courtesy of the US government Energy Information Administration.
Current working capacity is just over 500 million barrels. Shell capacity about 100 million barrels more. That extra 100 million barrels is referred to as contingency space, so I'm not sure when or even if that ever comes into play. And BTW, these capacities are separate from what's known as the Strategic Petroleum Reserve. That capacity is a further 700 million barrels or so and it it practically maxed out now.
Here are the current stats on available storage courtesy of the US government Energy Information Administration.
Current working capacity is just over 500 million barrels. Shell capacity about 100 million barrels more. That extra 100 million barrels is referred to as contingency space, so I'm not sure when or even if that ever comes into play. And BTW, these capacities are separate from what's known as the Strategic Petroleum Reserve. That capacity is a further 700 million barrels or so and it it practically maxed out now.
The
following 2 charts are representations of current stocks of crude oil
relative to overall capacity, and they are more current than the chart at the top of the page. The first chart is stocks vs capacity for only
PADD 3 (Gulf Coast) and Cushing, Oklahoma (part of PADD 2). Cushing is listed
separately because it is important to oil markets as the point of delivery for the WTI futures
contract for crude. WTI futures contracts for delivery at Cushing are what determines the price of crude. Cushing and PADD 3 together
make up almost 70% of US commercial storage. Notice we are currently at
84% capacity for these sites, and Cushing alone is at 89%.
Finally, here is an excerpt from the most recent EIA weekly report on crude stocks as of this writing.
(Click here for most recent report)
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)
The third line is the Strategic Petroleum Reserve which is at capacity, not changing and thus irrelevant. The relevant line is line 2: Commercial (Excluding SPR). The value is 518 million barrels which is a 10.4 million barrel build (2%) from the previous week.
(Click here for most recent report)
The third line is the Strategic Petroleum Reserve which is at capacity, not changing and thus irrelevant. The relevant line is line 2: Commercial (Excluding SPR). The value is 518 million barrels which is a 10.4 million barrel build (2%) from the previous week.
Summary:
All time high in crude in storage. Still increasing at significant
rate. Rapidly approaching full capacity. Now is when the 10 minute
part of the podcast comes into play. Price will only loosely obey
supply/demand rules as long as storage is adequate. Speculation and
rumors of production cuts/freezes can have significant influence. But
when storage runs out, price can plummet as that represents suddenly
reduced demand.(N0 0ne demands crude if they're not using it and now
they can't even store it).
So why in the face of this did oil go up 10% last week alone and a further 5.7% today?
Jess
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