If you want to Calculate (as opposed to comment at #1) there is a standard formula (for a discharge into air), however, into water will require a modification and the first thing we need to know is:- at what depth.
At around 60 meters depth (gauge), it will be zero!
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"A common mistake people make when trying to design something completely foolproof is to underestimate the ingenuity of complete fools!" Douglas Adams 1952-2001. E&OE!
Thank U Beej50,
This is what is actually showing me the way. Plz suggest the same for a depth of 1 Mtr. as wel as the calculation procedure.
Regrds,
Sanjib
To determine air flow through an orifice:- V=CK√P Q=AV VP=(V/K)²
Where:
V = Velocity in feet per minute (fpm)
C = Orifice Coefficient
K = Constant = 14,786 when P is expressed in In. Hg
21,094 when P is expressed in PSIG
4,005 when P is expressed in In. of Water
(Above constants are based on an air density of 0.075 lbs/ft )
P = Pressure differential across the orifice
Q = Flow rate in cubic feet per minute (CFM)
A = Total orifice area expressed in square feet
VP = Velocity pressure (units are those of pressure)
Now I suspect that all you have to do is modify the atmospheric pressure (K) to that of 1 meter of water BUT, I am not a mathamatician and only use these formula verbatum! Also, I've never needed to work this problem out before!
Your best option is to wait until someone else jumps in here! A mans just gotta know his limitations!
I hope this helps a bit!
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"A common mistake people make when trying to design something completely foolproof is to underestimate the ingenuity of complete fools!" Douglas Adams 1952-2001. E&OE!
Coefficent C for orifices under vacuum or pressure flow:-
Bugger! It just dosent want to paste into this field!
I will email to your postbox!
Good luck with it!
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"A common mistake people make when trying to design something completely foolproof is to underestimate the ingenuity of complete fools!" Douglas Adams 1952-2001. E&OE!
Further-to Beej50's posts ... in the Commercial Diving industry, for underwater grit blasting, we calculate "Pressure-at-the-nozzle" including the figure 0.45psi per foot of water depth. So Beej50 was spot-on for 60 meters...
For anyone interested: It really DOES require appropriate training to operate such equipment ... underwater as well as topside, or you can end-up with disastrous results...! <click link
[I'm waitin' to hear more about that nozzle coefficient factor...]
Can you tell me what the ID of the hose is please?
Take care.................
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Take it easy, bb. >"HEAR & you FORGET<>SEE & you REMEMBER<>DO & you UNDERSTAND"<=$=|O|=$=>"Common Sense is Genius dressed in its Working Clothes"<>[Ralph Waldo Emerson]
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Take it easy, bb. >"HEAR & you FORGET<>SEE & you REMEMBER<>DO & you UNDERSTAND"<=$=|O|=$=>"Common Sense is Genius dressed in its Working Clothes"<>[Ralph Waldo Emerson]
You may wish to actually physically test this. That much CFM will displace the water above it and cause surging. The weight of the water will keep trying to fill the hole and gravity will force the air up. The pressure will go from maximum to minimum as the air displaces the water above it. Pressure drops and the water rushes back in.
or not, a meter may be deep enough to stop it at that volume but my vote is- it is not.
Brad
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