From Geophysical Research Letters and the University of Leeds:
Three years of observations show that the Antarctic ice sheet is now losing 159 billion tonnes of ice each year — twice as much as when it was last surveyed. See below for some sanity check calculations on why 159 billion tonnes really isn’t much more than a flyspeck in the scheme of things.
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Antarctica’s ice losses on the rise
Three years of observations show that the Antarctic ice sheet is now losing 159 billion tonnes of ice each year – twice as much as when it was last surveyed.
A team of scientists from the UK Centre for Polar Observation and Modelling, led by researchers at the University of Leeds, have produced the first complete assessment of Antarctic ice sheet elevation change.
They used measurements collected by the European Space Agency’s CryoSat-2 satellite mission, which carries an altimeter specially designed for this task.
In sharp contrast to past altimeter missions, CryoSat-2 surveys virtually all the Antarctic continent, reaching to within 215 kilometres of the South Pole and leading to a fivefold increase in the sampling of coastal regions where today’s ice losses are concentrated.
Overall, the pattern of imbalance continues to be dominated by glaciers thinning in the Amundsen Sea sector of West Antarctica.
However, thanks to the improved capabilities of CryoSat-2, problem areas such as the rugged terrain of the Antarctic Peninsula can now also be surveyed.
On average West Antarctica lost 134 gigatonnes of ice, East Antarctica three gigatonnes, and the Antarctic Peninsula 23 gigatonnes in each year between 2010 and 2013 – a total loss of 159 gigatonnes each year.
The polar ice sheets are a major contributor to global sea level rise and, when combined, the Antarctic losses detected by CryoSat-2 are enough to raise global sea levels by 0.45 millimetres each year alone.
In West Antarctica, ice thinning has been detected in areas that were poorly surveyed by past satellite altimeter missions.
These newly-mapped areas contribute additional losses that bring altimeter observations closer to estimates based on other approaches.
But the average rate of ice thinning in West Antarctica has also increased, and this sector is now losing almost one third (31%) as much ice each year than it did during the five year period (2005-2010) prior to CryoSat-2’s launch.
Lead author Dr Malcolm McMillan from the University of Leeds said: “We find that ice losses continue to be most pronounced along the fast-flowing ice streams of the Amundsen Sea sector, with thinning rates of between 4 and 8 metres per year near to the grounding lines of the Pine Island, Thwaites and Smith Glaciers.”
This sector of Antarctica has long been identified as the most vulnerable to changes in climate and, according to recent assessments, its glaciers may have passed a point of irreversible retreat.
Launched in 2010, CryoSat carries a radar altimeter that can ‘see’ through clouds and in the dark, providing continuous measurements over areas like Antarctica that are prone to bad weather and long periods of darkness.
The radar can measure the surface height variation of ice in fine detail, allowing scientists to record changes in its volume with unprecedented accuracy.
Professor Andrew Shepherd, also of the University of Leeds, who led the study, said: “Thanks to its novel instrument design and to its near-polar orbit, CryoSat allows us to survey coastal and high-latitude regions of Antarctica that were beyond the capability of past altimeter missions, and it seems that these regions are crucial for determining the overall imbalance.”
“Although we are fortunate to now have, in CryoSat-2, a routine capability to monitor the polar ice sheets, the increased thinning we have detected in West Antarctica is a worrying development. It adds concrete evidence that dramatic changes are underway in this part of our planet, which has enough ice to raise global sea levels by more than a metre. The challenge is to use this evidence to test and improve the predictive skill of climate models.”
Professor David Vaughan of the British Antarctic Survey said: “The increasing contribution of Antarctica to sea-level rise is a global issue, and we need to use every technique available to understand where and how much ice is being lost. Through some very clever technical improvements, McMillan and his colleagues have produced the best maps of Antarctic ice-loss we have ever had. Prediction of the rate of future global sea-level rise must be begin with a thorough understanding of current changes in the ice sheets – this study puts us exactly where we need to be.”
Dr Ian Joughin at the University of Washington, author of a recent study simulating future Antarctic ice sheet losses added: “This study does a nice job of revealing the strong thinning along the Amundsen Coast, which is consistent with theory and models indicating this region is in the early stages of collapse.”
The findings from a team of UK researchers at the NERC Centre for Polar Observation and Modelling, are published in the journal Geophysical Research Letters. Professor Vaughan and Dr Joughin were not involved in the study.
Sanity Check:
From Climatesanity: Conversion factors for ice and water mass and volume
If one cubic kilometer of water (i.e., one gigatonne of water) is spread evenly over the entire 361 million square kilomters, the thickness of the new layer of water will be given by:
1 km³ / 361 x 106 km² = 2.78 x 10-6 meters = 2.78 microns.
Or, in terms of gigatonnes:
1 Gt x (1 km³/Gt) / 361 x 106 km² = 2.78 x 10-6 meters = 2.78 microns / Gt
That is, one cubic kilometer of water (i.e., one gigatonne of water) will add less than 3 millionths of a meter to the oceans!
From the press release, we are seeing about 159 billion tons/year of ice converted to meltwater (unless it sublimates), so the effect on sea level would be 159/1000 or 0.159 159 x 3 millionths of a meter, or 477 millionths of meter of sea level rise per year from this. (or in other words 0.47 mm which works out to 47mm/century or ~1.85 inches/century)
For another perspective, a gigatonne of water is approximately one cubic kilometer. Frozen as ice, it would be expanded slightly, but for the purposes of perspective lets just say that is negligible. So, the ice loss per year would be 0.159 cubic kilometers.
According to the British Antarctic Survey BEDMAP2 project:
The derived statistics for Bedmap2 show that the volume of ice contained in the Antarctic ice sheet [is] 27 million km3…
Source: http://www.antarctica.ac.uk/bas_research/our_research/az/bedmap2/index.php
And thanks to those helpful kidz at “Skeptical Science”, we have this graphic depicting a cubic kilometer of ice. John Cook writes in 2010:
A visual depiction of how much ice Greenland is losing
One gigatonne is one billion tonnes. To get a picture of how large this is, imagine a block of ice one kilometre high by one kilometer wide by one kilometre deep (okay, the edges are actually 1055 metres long as ice is slightly less dense than water but you get the idea). Borrowing from alien invasion movies, the scale is well illustrated by comparing a gigatonne block of ice to a famous, historical landmark like the Empire State Building:
OK there are 14 million square kilometers of ice surface in Antarctica, not counting sea-ice. See if you can spot the tops of the 159 of these square kilometer ice blocks from this satellite view
![]()
Now imagine just 0.159 159 of those 1 cubic kilometer ice blocks missing each year. Scary, huh? Damian Carrington at the Guardian thinks so:
And so, the loss of 0.159 159 cubic kilometers of ice per year is apparently headline worthy, because at that rate of loss, it would take 169,811 years to lose all the 27 million cubic kilometers of Antarctic ice.
I’m pretty sure we’ll have gone through a few ice ages by then.
(Update: I made an error in the initial post with units, where I conflated kiloton/gigaton in one step, fixed)
![empire_state1[1]](http://wattsupwiththat.files.wordpress.com/2014/05/empire_state11.jpg?resize=181%2C189&quality=83)

The BBC says:
The melt loss from the White Continent is sufficient to push up global sea levels by around 0.43mm per year.
You say:
The effect on sea level would be 159/1000 or 0.159 x 3 millionths of a meter, or 0.477 millionths of meter of sea level rise per year from this.
So there is a factor of 1000 difference between you and the report by the BBC. I don’t konw who is right but part of your formula cancels out to one:
1 Gt x (1 km³/Gt)
This is denial in its purest form. The Antarctic is getting colder and Antarctic sea ice is increasing.
How does ice melt in the interior of antartica? The temp never rises above freezing. Ice ‘lose’ in this context is probably due to ic sliding down to the sea not being replaced fast enough in the interior. The faster slide may be due to the past million years or so of grinding away an easier route to the sea.
You need a 159 of those cubes, not .159 ? But it’s been a long day. I could be wrong.
[snip waayy off topic -mod]
No need to worry, Antarctica’s loss is Greenland’s gain.
Greenland has gained about 500Gt since 1 September last year. On average it gains 400Gt/year.
Of course, in order to stop it catastrophically building up into an enormously high mountain it has to calve that accumulation every year into the sea via its outlet glaciers – that’s a lot of icebergs.
http://www.dmi.dk/en/groenland/maalinger/greenland-ice-sheet-surface-mass-budget/
One more thing conveniently omitted in the press release, but prominent in the abstract (http://onlinelibrary.wiley.com/doi/10.1002/2014GL060111/abstract): the error range for the east Antarctic ice loss of 3Gt/year is a whopping +/-36 Gt/year!
Anthony,
Unless I’m going mad (quite possible), if 1Gt of water is 1 cubic km then the loss per year would be 159 cubic km not 0.159 would it not?
Cheers,
Mark
I think we lost 1000 somewhere half way through.
Of course, you could say that a negative mass balance for Antarctica is indicative of the continent becoming drier – ice streams running at their old rate but reservoir of ice not being filled at the old rate.
How does that fit in with a warmer, wetter planet?
I think the mistake is here:
we are seeing about 159 billion tons/year of ice converted to meltwater (unless it sublimates), so the effect on sea level would be 159/1000 or 0.159 x 3 millionths of a meter
There’s no need to divide by 1000 as 1bn tons (tonnes?) is the same as 1GT, not 1000 times larger
Still, try spotting 159 of those cubes.
1. “Sanity Check:
From Climatesanity: Conversion factors for ice and water mass and volume
If one cubic kilometer of water (i.e., one gigatonne of water)”
2. “A visual depiction of how much ice Greenland is losing
One gigatonne is one billion tonnes.”
3. “From the press release, we are seeing about 159 billion tons/year of ice converted to meltwater (unless it sublimates), so the effect on sea level would be 159x
/1000…. “Re the error in maths: Perhaps you were thinking the US billion (1*10^12) rather than the standard billion (1*10^9)? As it is, in the piece you actually refer to a km^3 as being a Gigatonne. So it looks like the BBC may be right – for once. Whatever, the difference – as we used to say in engineering circles – is less than half a gnat’s c*ck when it comes to sea-level rise.
The Guardian are expert at presenting any cause in the most dramatic, scary terms.
‘Collapse’.
‘Doubling’.
‘Irreversible’.
‘Shedding’.
‘Catastrophic’.
‘Sea levels to rise 4 metres’
Shedding 160 billion tonnes annually sounds suitably ‘catastrophic’. Causing sea levels to rise by a fraction of a mm each year, taking ‘up to 1,000 years to rise by 4 metres’, not so much.
The numbers have soooo many zero’s though…
For the easily impressed…………………….?
Harry,
Nearly half a millimeter a year is certainly significant – though not enough to reach some of the extreme claims for sea level rise
Its not just me that got confused by the maths then.
Even then, trying to spot 159 blocks of ice missing in 14 million is like trying to find a gnat’s brain with a magnifying glass – impossible. In the grand scheme of things and in context the numbers are nothing. But the SOP of those with a campaign to push is to use large scary numbers.
If the “new” cryosat 2 is a much improved version of the old one, how do they “know” they weren’t under-measuring this paltry amount of ice melt in the first place, so how do they “know” it’s actually got worse? If this is raising sea-levels by c0.45mm/annum, to achieve the much ballyhooed 6m sea level rise would take well over 13,000 years to do it! To raise sea-levels by 1m would take over 2000 years to achieve!
Deja vu. At the risk of repeating myself. When in college in the 1980s, during our surveying sessions we were instructed about the all new Wilt T2 Total Station Theodolite with it’s “pretty sophisticated bit of electronic kit!” (Their words not mine). We were also advised that Wilt (pronounced Vilt) could measure angles to 1 second of arc accuracy & was the best in the World. However, being engineers, they advised us that the Japanese also claimed their top range theodolites could also read angles to 1 second of arc accuracy. The difference being, that the Japanese actually ground their optical lenses to 1 second of arc accuracy, whereas the Swiss instrument had its optical lenses ground to only 3 seconds of arc accuracy! Just saying, it’s all down to tolerances. I have seen claims for all sorts of climate related things over the last ten years, much based upon modelling, whereby temperature or sea-level or whatever could rise by ‘X’ or ‘Y’ amount per year + or – ‘2X’ or ‘2Y’ tolerance. In other words zero rise!
Since this concerns an English publication, I take ‘billion’ to stand for 10e9. So, 159e9 tonnes of water = 159 cu.km of water, not 0.159, or about 177 cu.km of ice, and the associated sea level rise is indeed around 0.44 mm as reported, not micrometer. Still, nothing to panic about on the scale of things.
In the US system.
1 Giga = 10^9
1 Billion = 10^9
1 Terra = 10^12
1 Trillion = 10^12
1 Peta = 10^15
1 Quadrillion = 10^15
1 Exa = 10^18
1 Qintillion = 10^18
But there are differences in the old British system.
1 billion = 10^12
1 trillion = 10^18.
Not sure which one they used, but I suspect it’s the US system where Giga=billion= 10^9.
The report says 0.45mm/year. That is very small, but 1000 times bigger than your number. And it is right. You have made a mistake in the arithmetic when you put 159/1000.
Yes, it’s 0.43mm pa, or 1.7 inches per century.
Your math is wrong. Its 159 cubic kms of ice melt per year, its still peanuts in the scheme of things. And Antarctica should take about 170,000 years to melt away. We’ll be well into the next glaciation by then.
Let me guess, it will likely be called the anthropocene glaciation I’m sure. Lol!
Is there an isostaic rebound calculation used with cryo sat2