I am creating a new thread. If we can predict SIE/SIA, why not SWE?
I have included the below for my first guess.
The pink dots show where we would be at if the current anomaly vs. normal (about 800KM^3) persists). The pink line is "normal" between the standard deviation curves. The first pink dot is our current position.
The red line is my guess. The green line is when we fall below normal peak SWE of approx 1,100KM^3. I believe this will happen around 5/15 (approximately two months later than normal).
It is worth noting several things --
April melt usually results in a SWE loss of about 500 KM^3. May melt usually results in a loss of 300KM^3. And June takes care of almost all the rest (another 200 KM^3 or so).
This is very interesting for several reasons. Even if we reduce the absolute anomaly, as we move forward, even losing mass as fast as most years will result in a widening RELATIVE anomaly.
Mass loss typically declines due to less snow available to melt. In fact, April usually has more losses than May, simply due to this reason. But even April usually only sees a loss of 500KM^3 (month to date, April has seen an increase, btw. lol)
I anticipate we will see about 100KM^3 of melt in April relative to 4/1. That is 1/5 of normal. But May is likely to be a different story. Even if May is 2X normal, that is only a 600KM^3 loss. 1.5X normal April losses would be a 750KM^3 loss. Something in that range would seem reasonable.
That puts us at about 800KM^3 remaining come 6/1 (IMO). While that is only 600KM^3 more than normal -- a bit less than where we are right now (1,550KM^3 vs. 800KM^3), the RELATIVE difference becomes absolutely jaw dropping. While we are currently at 2X normal volume (or approaching), by 6/1, we are likely to be at 4X normal volume.
In fact, continuing very aggressive melt would still yield 200-250KM^3 left by 7/1! At that point, insolation begins to drop. But how much does it have to drop and how open does the Arctic have to become for gains to start again?
This begets another major question. Snowpack has been shown to have a shielding effect for ice cover. Will a SWE anomaly of 2-4X normal shield Hudson Bay substantially more than normal, creating additional feedbacks as we head deeper into summer?
For this thread's purposes, I think we should have a deadline of 5/1. I may revise my graph by then, to be either prettier, or somewhat different. I welcome others' contributions and look forward to seeing how wrong I am come late summer.