Anti-Hero
Contributor
Yeah, just call me Hoover.
I used to know a diver named Jim. I haven't seen him in the water in years. :shocked2:
I saw him recently
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Yeah, just call me Hoover.
I used to know a diver named Jim. I haven't seen him in the water in years. :shocked2:
= Use Depth + 33 / 33 to see how many atmospheres of pressure you're at:
Maybe this will help you:
How many ATM is 60 feet?
= Use (Depth + 33) / 33 to see how many atmospheres of pressure you're at:
= (60 + 33) = 93, divided by 33 = 2.818 ATM
(A quick check - we know 66' is 3 atmospheres, so just under that = 2.818 for 60 feet)
If your air lasts 90 minutes on the surface at 1 ATM, you will consume it at a rate 2.818 faster at 60 feet, so...
90 divided by 2.818 = 31.93 minutes
Thanks for the help, I'll do something like that about 5 more times and it should be securely learned.
I'd love a lecture that includes gestures, lol. "You have this much air" (hands spread wide) and when you descend, the air gets compacted (hands getting closer together) by x amount, the number of molecules doesn't change, but they get squished closer togther..."
I need visuals!
That's how I teach this topic. Very animated makes it come to life.
Come see me in SoCal (soon or in SoFL)...
Yeah, just call me Hoover.
I used to know a diver named Jim. I haven't seen him in the water in years. :shocked2:
Some people find one method easier, some the other. Of course, if we stubborn Americans would just switch to metric it becomes childishly simple to do in our heads - even a caveman could do it (tm).
(Depth in meters / 10) +1
All you have to do is move the decimal in the depth one place to the left and add one:
(18.2m / 10m) +1= 1.82 + 1 = 2.82 ATA.
You got it. Of course, you'll need to factor in a possible increased air consumption rate based on cold, exertion, and leave a safe amount of air for surfacing plus a contingency amount. But that's the gist of it.