Pipe Flow Rate: Guarantee Constant Volumetric Flow

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Discussion Overview

The discussion centers around the challenge of maintaining a constant volumetric flow rate from a pipe connected to a home tap, despite variations in pressure and flow rate from the public supply. Participants explore various methods, including the use of pressure reducers, orifices, and flowmeters, while considering practical applications and limitations.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested
  • Experimental/applied

Main Points Raised

  • One participant inquires about the sufficiency of a pressure reducer to ensure constant flow rate despite variable supply conditions.
  • Another suggests that a pressure regulator combined with an orifice or adjustable valve could achieve the desired flow consistency.
  • Concerns are raised about applying Bernoulli's principle in the context of a pressure reducer, with one participant expressing confusion over the implications of pressure drop on flow rate.
  • Some participants discuss the relationship between pressure drop and flow rate, indicating that Bernoulli's equation and loss coefficients may be relevant, but details depend on the specific system configuration.
  • There is a suggestion that using a float valve could provide a solution for delivering a constant volume, although one participant notes their teacher's preference against using a tank.
  • Participants discuss the impact of multiple faucets being open on the flow rate and the feasibility of using a flowmeter for monitoring delivery without a tank.
  • One participant describes the specific application involving a rack with mouse cages, detailing the need for variable volume delivery and the challenges faced with previous tank solutions.
  • Another participant mentions the Darcy-Weisbach equation as a method for calculating fluid velocity related to pressure loss, questioning how this applies to pressure reducing valves.

Areas of Agreement / Disagreement

Participants express a range of views on how to achieve a constant flow rate, with no clear consensus on the best method. Some agree on the potential of pressure regulators and orifices, while others raise concerns about the effects of multiple faucets and the practicality of various solutions.

Contextual Notes

Participants note limitations in their discussions, including the need for specific system details to provide accurate advice and the variability in flow requirements based on the application. There are also unresolved questions about the application of theoretical principles to practical scenarios.

Patronex
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I have a pipe with regular diameter connected to a tap, the water comes from public supply, I assume that public supply can vary on pressure and flow rate. How can I guarantee that I allways get the same volumetric flow rate at the end of the pipe? Will a pressure reducer be sufficient?

Thank you!
 
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Thanks for the post! Sorry you aren't generating responses at the moment. Do you have any further information, come to any new conclusions or is it possible to reword the post?
 
Have you studied "Streamlined Flow" ?
 
Patronex said:
I have a pipe with regular diameter connected to a tap, the water comes from public supply, I assume that public supply can vary on pressure and flow rate. How can I guarantee that I allways get the same volumetric flow rate at the end of the pipe? Will a pressure reducer be sufficient?

Thank you!
A pressure regulator followed by an orifice (or adjustable valve like a circuit setter) will do it.
 
What is the purpose of the orifice? Can I apply Bernoulli's principle with the pressure reducer? In that case when pressure drops the velocity would have to increase, but that would mean that flow rate would increase aswell, which makes no sense. I'm really confused.
 
No, you can't apply Bernoulli's equation to a pressure reducer. A pressure reducer causes the flow to lose energy.

The reason for the orifice is to provide a significant and consistent pressure drop to help achieve the required flow. You may not need it if your piping system is long and small enough (to have its own significant pressure drop), but you didn't give any details of the system for us to really know.
 
I got the first part.

How can I relate the pressure drop with the flow rate then?
 
Patronex said:
How can I relate the pressure drop with the flow rate then?
For that part you probably do use Bernoulli's equation, as well as some other things like the loss coefficient of an orifice. I can't give you details though without having a better idea of what the system is going to look like.
 
I just want to connect a pipe into a regular home tap and guaratee the same volumetric flow rate no matter the variations of pressure or velocity of the supply.
 
  • #10
Patronex said:
I just want to connect a pipe into a regular home tap and guaratee the same volumetric flow rate no matter the variations of pressure or velocity of the supply.
A home tap? You mean a faucet or shower? The flow rate is going to vary with the changes in how open the faucet valve is (or how many are open). There really isn't any way to make that constant.
 
  • #11
Yea, a faucet. So even if I leave the faucet always open and use an electrovalve to open and close my system, won't be able to make a constant flow?
 
  • #12
What I really want is a way to make the electrovalve close after I have x liters of water passed through the pipe. If I had constant flow rate, I could set a timer on the electrovalve. Is there any other way to solve this?
 
  • #13
If you always open it 100%, yes, you could do this. An adjustable pressure regulator and an orifice or some long run of pipe will enable you to get a constant flow.
 
  • #14
What if multiple faucets are open, won't affect my system?
 
  • #15
A good low - tech solution could be to use a constant head arrangement. A water tank in the roof, with a standard ball-cock would achieve that and it would means a pretty constant flow out of the tap / faucet. Pressure regulators are a bit more complex (and probably more expensive too) than simple plumbing components.
 
  • #17
Patronex said:
What I really want is a way to make the electrovalve close after I have x liters of water passed through the pipe. If I had constant flow rate, I could set a timer on the electrovalve. Is there any other way to solve this?
If constant volume delivery is all you want to achieve, why don't you just use a float value like in a toilet tank or carburator bowl. (Thank Sophiecentaur for suggesting the use of standard plumbing hardware). You can set the float value to give you the volume you want.

Chet
 
  • #18
I see what you'r saying, I proposed that to my teacher, but he wants to avoid the use of a tank. Also, the volume of fluid that I will need to be delivered will vary often. With constant flow rate it would be a matter of just adjust the timers. Would a flowmeter be helpful?
 
  • #19
If you can't use some sort of a tank, a flowmeter is probably your best bet.
 
  • #20
It all depends on the actual values involved (pressure, flow rate even how long it will be operating for AND cost and accuracy required) can you afford an overflow ( waste)? That's the standard, instant constant head solution. Can you accept short term variations ? A small pump controlled by a flow rate meter could be very accurate but would that be necessary. I think he's being a Nazi, not to let you use a tank (haha). It would be my fave by far. What are his practical objections to it? (I assume that you don't need several Bar of pressure).
 
  • #21
It will be operating about 10-15min and not even everyday. The system will be a rack with 4 shelves and 24 mouse cages, the need is to deliver around 750ml on the pre-selected cages, that's why the volume will vary. It doesn't need to be super accurate, we want to fill the bottom of the cage with water, but we don't want to drown the rats lol. We tried a first approach with a tank on top of the rack, but then we came to the conclusion that it would be complex, and not very flexible, the rack will need to change places sometimes.
 
  • #22
If you were wanting to install a shower with a guaranteed flow rate, you'd get a "power shower" which is a shower with a built in pump and mixer valve. Any constrictions on the pipes would fail when the water pressure changed.

If it were an aquarium or swimming pool water treatment system, you would need pumps and a time switch.
 
  • #23
From what I've read, Darcy Weisbach equation allows the calculation of fluid velocity related to pressure loss due to friction, but how can I calculate the effect of pressure drop on velocity of fluid on a pressure reducing valve? Is it just experimental?

Thank you.
 

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