Rothie, I think (believe it or not) that I might be able to answer this one.
I'm not a mathmatician, but I think if you know the diameter of the tubing, say 1" ID, you can take the diameter, multiply it by the length of tubing, multiply that by pi(squared) ... maybe something like this.
(DT X LT) (pi squared)= Volume (V)
The acceleration of gravity is a known constant. The density of saltwater is also a known. unfortunately you will have to factor in the resistance caused by friction. I think it is probably something like 1GPH for every foot of tubing. So , If acceleration of gravity is (Ag) and resistance is R, and Mass of water is M... You would end up with something like this...
{(DT*LT)(pi squared)} {M} X Ag = Velocity
Of course, I am a bit rusty on all of this, so if anyone else has it ...
Maybe it would be better just to tell him :lol: :wink:
Of course, you could always just start out with a larger diameter hose and adjust the teeth up and down in the skimmer box. A friend of mine is using 1" and he is pumping back out of the sump with a 1200 GPH pump. Of course he has all sorts of elbows and 4 feet of head pressure working against him...
I'm not a mathmatician, but I think if you know the diameter of the tubing, say 1" ID, you can take the diameter, multiply it by the length of tubing, multiply that by pi(squared) ... maybe something like this.
(DT X LT) (pi squared)= Volume (V)
The acceleration of gravity is a known constant. The density of saltwater is also a known. unfortunately you will have to factor in the resistance caused by friction. I think it is probably something like 1GPH for every foot of tubing. So , If acceleration of gravity is (Ag) and resistance is R, and Mass of water is M... You would end up with something like this...
{(DT*LT)(pi squared)} {M} X Ag = Velocity
Of course, I am a bit rusty on all of this, so if anyone else has it ...
Maybe it would be better just to tell him :lol: :wink:
Of course, you could always just start out with a larger diameter hose and adjust the teeth up and down in the skimmer box. A friend of mine is using 1" and he is pumping back out of the sump with a 1200 GPH pump. Of course he has all sorts of elbows and 4 feet of head pressure working against him...