How do i work out a flow rate?

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SUMMARY

The discussion focuses on calculating the flow rate of a fire hydrant with a pressure of 3.5 bar and a pipe diameter of 100mm. Participants recommend using fluid flow principles and suggest resources such as a specific calculator and a PDF on laminar and turbulent flow. The flow rate can be roughly estimated using the Bernoulli equation, which indicates that a 3.5 bar pressure can yield approximately 200 liters per second at an outlet velocity of 26 m/s.

PREREQUISITES
  • Understanding of fluid dynamics principles
  • Familiarity with the Bernoulli equation
  • Knowledge of pressure measurement in bar
  • Basic concepts of pipe flow and resistance
NEXT STEPS
  • Research fluid flow calculators specific to fire hydrants
  • Study the Bernoulli equation and its applications in fluid dynamics
  • Explore the effects of pipe geometry on flow rate
  • Learn about pressure drop calculations in fluid systems
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Engineers, hydrologists, and fire safety professionals involved in hydraulic calculations and flow rate assessments.

Dominic Pew
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Hi

I need to work out a flow rate of a fire hydrant in Liters per second.

I know the pressure is 3.5bar and the pipe diameter is 100mm

Any help would be appreciated

Thanks
 
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Hello Dominic, welcome to PF :)

You might need a bit more information to get a sensible answer.
See e.g. this calculator and what it all needs to calculate a pressure drop

My advice would be to read up a bit on fluid flow , e.g. http://udel.edu/~inamdar/EGTE215/Laminar_turbulent.pdf
 
Last edited by a moderator:
unfortunately this is all the information i have, i know the pipe is 100mm water main. the outlet in the hydrant is also 100mm and the pressure at this point is 3.5barpsi
 
Then you need to use your imagination to come up with some more constraints. If the thing is open wide, the 2.5 bar pressure difference with the outside world causes a hefty flow which in turn causes a counteracting pressure drop due to resistance. How much depends on geometry of the pipes.
The 3.5 bar will most likely also drop when it's opened.

Selected parts from this one might be nice too.

And a calculator that needs less input does a calculation for a draining tank. You get the 3.5 bar by filling in 35 m for the height. It comes back with 200 liter/s, spouting out at 26 m/s. As you see further down, it uses the Bernoulli equation and little else. At least its a rough estimate.

[edit] forgot to insert the calculator link. done that now.
 

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