What is the difference between abandoning and amending?
I think Ajduplessis explained it. I didn't intend it to be sarcastic.
I'm assuming most of us dive with a 'modern' algorithm. Those tend to feature in all of the deco software currently available. Algorithms which stop you deep to prevent initial bubble growth and/or collapse bubbles before they can grow on ascent. Those deep stops have a purpose - and that purpose reflects in the calculation of later (shallow) stops. Whilst the ascent may be governed by user selected gradient factors, the shallow stops are likely to be shorter with a model that has accounted for bubble dynamics at depth.
Abandoning that model means discarding the deep stops that underpin the theory/algorithm used to calculate the deco obligation. Ascending directly to shallow stops (
not to the surface... don't know where people got that from?!?) is a shift in model. That is Haldanian thinking... a Haldanian model. Get shallow, hang long. Some computers may cope with that shift, others may not.
Amending the model would mean retaining 'faith' in the implications of bubble reduction at depth... and the consequent impact that has on the ascent curve and , in particular, the shallower stops. It'd mean a more aggressive ascent profile, but the 'curve' would be maintained. For instance, a change in gradient factors to speed ascent - but with all calculated stops still being carried out.
I just find it somewhat ironic that people would plan every dive with a bubble model, conduct ever dive with a bubble model.... but then abandon it and switch to an ad-hoc Haldanian model when the s%*t hits the fan.
There are some reasons why you'd do this, for instance; losing back-gas and carrying ample 100%. But otherwise, why opt for such a drastic change in approach simply because an
amendment to the deco plan is necessary?
---------- Post added April 26th, 2013 at 09:03 AM ----------
lBut that is not what Andy (DevonDiver) seemed to be saying. He seemed to me to be saying that what I suggested (shaving time off the deep stops and adding time to the shallow stops to make it more in keeping with a Bühlmann algorithm) is abandoning the plan, and he things that is wrong.
John, just for clarification - I don't think it's wrong. I was just confirming whether that was, indeed, the approach being put forward.. and raising the question of why a Haldanian/Buhlmann ascent would be preferable to a modified bubble-model ascent (i.e. VPM-B).
What was on my mind was the question of whether such actions represent an inclination towards 'tried and tested' (an ultimate distrust in bubble models) or whether there was some other rationale towards such a major shift in approach.