Kessil

45 or 90 elbow. Does it really matter?

There can be difference but not significant as a 45 degree reduces the flow of half what a 90 degree fitting does, yet you need (2) 45's so they almost become equal in flow loss.

Here is a chart of flow restrictions based on pipe size and fittings
http://www.engineeringtoolbox.com/pvc-pipes-equivalent-length-fittings-d_801.html

The FMM with flow sensors has shown a lot of the NSI beta testers they did not have as much flow in their tank that the originally thought and plumping plays a big factor in reduction of flow.
 
I wasn't a fan of how they did that test setup, two 45s next to each other that makes a gradual 90. Now whether or not that makes a difference is to be seen, but maybe they should have found a way to do that test with a single 45 vs a single 90 and see if there was any noticeable difference, then bump it up to 2 45s vs 1 90.
 
Just over size the pipe a bit, and you can pretty much ignore all that nonsense.
Larger pipe = lower velocity.
lower velocity = less kinetic energy change at elbows, and less friction in the pipe.
But not just by a little!
Pipe volume is a function of the square of the diameter.
Friction and kinetic energy is a function of the square of the velocity.

So: Doubling a pipe from 3/4" to 1.5" pipe = 1/16 the losses.
 
I've never put too much attention to the math involved in flow loss; ~5' of head loss when I had the tanks was not a crucial thing for me but If I had to be pumping a la CalAcademy style reef, then yes, lots of numbers to figure or for those of you guys who have a tank on the main floor, sump in garage or basement then I guess would be a pretty good issue to deal with.
 
Just over size the pipe a bit, and you can pretty much ignore all that nonsense.
Larger pipe = lower velocity.
lower velocity = less kinetic energy change at elbows, and less friction in the pipe.
But not just by a little!
Pipe volume is a function of the square of the diameter.
Friction and kinetic energy is a function of the square of the velocity.

So: Doubling a pipe from 3/4" to 1.5" pipe = 1/16 the losses.
Not only that but the ratio of volume to surface area is much less with the larger plumbing.
 
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