Air Compression vs Water Depth

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Discussion Overview

The discussion revolves around the effects of water pressure on air compression within a diving bell, specifically a homemade device using a pickle jar. Participants explore the relationship between water depth and air volume, as well as the implications for the integrity of the jar under pressure.

Discussion Character

  • Exploratory
  • Technical explanation
  • Conceptual clarification
  • Homework-related

Main Points Raised

  • One participant seeks to understand how much air compression to expect at a depth of 10 meters, asking for a simple equation to calculate this.
  • Another participant suggests using the ideal gas law (pV=nRT) or the simplified form (pV=const) to determine air compression under pressure.
  • A different participant provides a rule of thumb indicating that pressure increases by approximately 1 atmosphere for every 10 meters of depth, leading to a halving of air volume at that depth.
  • The original poster expresses concern about the usable space in the jar at depth, indicating they may need a larger jar to accommodate the compressed air.
  • A participant reassures that water pressure acts uniformly on the jar, implying that the integrity of the glass will not be compromised by the pressure of the water.
  • The original poster acknowledges a need for further reading on pressure and basic physics concepts to better understand the discussion.

Areas of Agreement / Disagreement

Participants generally agree on the principles of pressure and air compression, but there is no consensus on the specific calculations or implications for the integrity of the jar. Some participants provide differing levels of detail and clarity in their explanations.

Contextual Notes

There are limitations in the discussion regarding the assumptions made about ideal gas behavior and the specific conditions under which the calculations apply. The original poster's understanding of the concepts appears to be developing, indicating a potential gap in foundational knowledge.

Who May Find This Useful

This discussion may be useful for hobbyists interested in underwater projects, individuals learning about gas laws and pressure, and those seeking practical applications of physics concepts in real-world scenarios.

TjFitz
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Hey ya,

Well, I have been having a difficult time finding the answer to this question, probably because I don't know the specific terminology. So here I am. I did not know exactly which forum category to put this in so...

I am building a small diving bell with a remote controlled camer inside. Nothing more than a hobby project..

The Bell is actually nothing more than a 1 liter Pickle Jar.

What I am wondering is, how much compression of air can I expect at let's say a max of 10 meter depth. meaning if I have 1 liter of air in the jar, how far will that compress per meter fresh water depth.

I would like to know this because I need to know how much room in the jar I have that I can use, or even how deep I should limit myself before water would reach my gear in the jar.

is there a simple equation which states X cc/ml of air compression per meter depth?
 

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pV=nRT is all you need. Or even pV=const will do.

In general - look for ideal gas equation.

--
 


Borek
Thanks for your quick response... But what does it all mean...? I am basically an idiot in this :bugeye:
 
Yes, you can calculate exactly what the water pressure will be. If you are interested it is simple. If not, then you can use a diving rule of thumb of 1 atmosphere per every 10 meters of depth (it's within about .5 psi depending on a few things). At 10 meters you'll basically be doubling your pressure, therefore halving your volume which sounds like more than accurate enough for what you want to do.
 
sorry about my delayed responses, I believe there is an anti spammer thingy.. as a newbie my posts have to get approved first. all good..

SH. Ouch.. so, given the ballpark figure, I am filling half my jar at 10m.. looks like I am going to need a larger jar.. otherwise I am going to run out of useable dry space...
 
ok... one last question. (Promise I'll come back and show what I built)

Would the integrity of the glass (where the air is trapped) be acted upon in the same respect or would it only be effected by the same boyancy as when on the surface.. meaning, is the pressure of the water going to press on the glass or just where the water meets the air inside?

Oh.. and I Wiki'd the pV=nRT.. now it makes sense to me! Thanks B.
 
Pressure will be identical everywhere - which means you don't have to worry about it.

I feel like you will benefit from some reading about pressure and basic physics in general.
 
I do agree that I have a bit of reading to do. the only problem has been that most reading in physics as well as other scientific arenas, the authors asume you know so much already which I dont. I understand a lot and am quick to pick up things, I am often times at a loss for the starting info.. yaknow?

appreciate your help.
 

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