Chris,
The methodology you propose is flawed. The definition of "extent" is where the ice area is 15% or higher. Your methodology says that a region is seasonally ice free when the extent drops to 15% or lower, and falsely equate the two. Lets look at ESS for which you give an '80s average of 0.67. We multiply by 0.15 and then by 0.15 again to ask what is the least area that could preclude calling it ice free? Chris's answer: 15k If there is as little as 2% area in the ESS, Chris is prepared to call it not seasonally ice free.
I am going to apply the WUWT test. Would this idea fly over at WUWT?
Looking at the arctic basin 100k area could preclude you calling it seasonally ice free. In that circumstance, you would be welcomed over at WUWT, you would be a hero for arguing that the Basin wasn't seasonally ice free. But, over here, I think you would have few agreeing with you. Just picture 100k on this graph:
Verg
On my blog I wanted to say "There is a clear increase in September virtually ice free state within the peripheral seas of the Arctic Ocean basin..." I cannot assert such a thing without back up. I see it in the data, but that just isn't good enough. So I wonder, how might I
define seasonally ice free for a sea within the Arctic Ocean?
First I ponder the generally accepted definition of a virtually ice free state, less than 1M km^2 sea ice extent for the whole Arctic in the September average. Now I cannot just portion that down to regions, I have no way of doing that fairly.
I ponder some more...
Then while playing around with the figures I realise that using an impartial early baseline, the 1980s average, 1M km^2 is as near as damn it 15% of 1980s September average extent for the whole Arctic. I could have used the 1979 to 1994 average (re Lindsay & Zhang's tipping point), because that gives 1.06M km^2.
OK. So 15% looks good, and it is neat and tidy because it not only matches with the whole Arctic definition of virtually ice free, but it also fits neatly with the 15% used for extent (BTW - I have written code I can use to calculate extent for both NSIDC gridded concentration data and the PIOMAS area.h variable, i.e. I do know what I am doing).
"Looking at the arctic basin 100k area could preclude you calling it seasonally ice free."Let's try this numerically. You have the numbers for the regions in September, depends what
you mean by the Arctic Basin of course.
The proper definition used in the literature is Beaufort round to Laptev and the Central Arctic. The 1980s average extent is 5.997M km^2, 15% of that is 0.90M km^2, or 900k extent, the minimum area that could qualify as 900k extent is 134k km^2 area (15% of 900k).
So, 100k would
not be above the seasonally ice free limit, even with implausibly low compactness.
As Peter Ellis points out, there are good reasons why professional scientists use extent. I used to use area, my familiarity with the data has changed my mind - I now mainly use extent, not area.