I want to pose a physics problem where a tech diver attempts to obey rule of thirds.
(Reminder, physics problems take place in physics land, where there is no friction or air resistance, no changes in SAC, no current, no changes in swim speed, etc. )
So, the diver plans a square profile with staged decompression using a 3000psi Twinset of aluminum 80's. He immediately descends to 135ft and upon reaching depth, swims into a long horizontal cave for 20 minutes before he hits 2000psi. He then turns his dive around because he was told to always obey rule of thirds to be safe.
So he retraces his steps at exactly the same swim speed until reaching the ascent/descent line and starting decompression. But due to the decompression burden, he needs to use more gas for the total return trip than he used on the initial descent and going out.
He therefore surfaces with far less than 1,000 psi.
How is it possible to obey rule of thirds in decompression dives?
If it isn't possible, then what application does Rule of Thirds have in technical diving?
(Reminder, physics problems take place in physics land, where there is no friction or air resistance, no changes in SAC, no current, no changes in swim speed, etc. )
So, the diver plans a square profile with staged decompression using a 3000psi Twinset of aluminum 80's. He immediately descends to 135ft and upon reaching depth, swims into a long horizontal cave for 20 minutes before he hits 2000psi. He then turns his dive around because he was told to always obey rule of thirds to be safe.
So he retraces his steps at exactly the same swim speed until reaching the ascent/descent line and starting decompression. But due to the decompression burden, he needs to use more gas for the total return trip than he used on the initial descent and going out.
He therefore surfaces with far less than 1,000 psi.
How is it possible to obey rule of thirds in decompression dives?
If it isn't possible, then what application does Rule of Thirds have in technical diving?