Could we also agree on the subsurface "ice/s" being contaminated? or do you think they are pristine?
So a surface temp of around 200 K odd on 67P, and one would assume it's colder below the dust, drives the sublimation from contaminated mixture of "ice/s", resulting in a velocity of 0.5 to 0.7 kms...right got it!
Based purely on the Hartley 2 and Tempel 1 observations, and how long those ice grains survived, then the view is that they had to be pure ice. 'Dirty' ice wouldn't have survived long enough in the coma. I would assume that the majority of ice below the surface is therefore pure. This would limit the depth to which sufficient temperatures could penetrate to cause it to sublimate, to probably a few mm at 200K. While the comet was at those sort of temperatures, we basically only saw H2O sublimation from the neck region, suggesting that the ice there is on, or very close to, the surface. Borne out by the bluer spectrum.
Obviously, by perihelion, the temperature is much higher (~350K?), so will penetrate further. And, of course, the sublimation temperatures of CO & CO2 are considerably lower than H2O.
The paper "Exposed Water Ice on the Nucleus of Comet 67P/ Churyumov–Gerasimenko" (
http://www.nature.com/nature/journal/v529/n7586/abs/nature16190.html), suggests that the larger grains of ice are pure. However, I find it a bit ambiguous as to whether they are suggesting the smaller 'intimately' mixed grains are pure or not. Intimately meaning 'in amongst', or 'mixed with'?
I couldn't see an equation for the gas expansion velocity in the paper you linked, but have only skimmed through it for now.
However, I'm sure that whatever equation they are using is similar in form to one I found for ideal gas laws (I think), which I didn't save. I did write down the equation for the mean speed though:
Vms = 158 * sqrt (temp (K)/mol wt (g)), where Vms = velocity mean speed and mol wt = molecular weight of 1 mole of the molecule in question (i.e. H2O is ~18g).
Plugging in 300K for H2O gives ~650 m/s. At 1000K = ~1200 m/s, and 5000K = ~2500 m/s.