What is the standard against which all computers/tables/short-cuts (ratio deco) are based upon? I understand that most are based on Haldane/Buhlman models with some fine tuning and some are RGBM influenced but regarding something like NDL's what is the starting point?
I also understand that there is no magic line but PADI tables show NDL's of 55 minutes and 20 minutes for 60 fsw and 100 fsw respectively. V-planner on a nominal setting shows 58 minutes and 16 minutes respectively. A Nitex Duo for instance shows 45 minutes and 16 minutes at those depths.
In decompression diving this issue is dealt with using gradient factors and other means of making a decompression schedule more or less conservative but that still has to be based on a nominal value (85% of what). Minimum deco addresses this by just including some deco in every dive. So my question has only to do with what are the nominal values rather than how they are actually dealt with.
Are the Navy tables the closest to a pure nominal printout of the times/depths for a pure Buhlman model?
Also, it's interesting that dive computer models that are the most conservative generally allow more settings to make that computer more conservative but not less. Liberal computers generally don't have settings to make them more conservative. Kind of goes against logic.
I also understand that there is no magic line but PADI tables show NDL's of 55 minutes and 20 minutes for 60 fsw and 100 fsw respectively. V-planner on a nominal setting shows 58 minutes and 16 minutes respectively. A Nitex Duo for instance shows 45 minutes and 16 minutes at those depths.
In decompression diving this issue is dealt with using gradient factors and other means of making a decompression schedule more or less conservative but that still has to be based on a nominal value (85% of what). Minimum deco addresses this by just including some deco in every dive. So my question has only to do with what are the nominal values rather than how they are actually dealt with.
Are the Navy tables the closest to a pure nominal printout of the times/depths for a pure Buhlman model?
Also, it's interesting that dive computer models that are the most conservative generally allow more settings to make that computer more conservative but not less. Liberal computers generally don't have settings to make them more conservative. Kind of goes against logic.