Residual pressure in a fire sprinkler system

Click For Summary
Residual pressure in a fire sprinkler system is crucial for achieving the designed flow rate, as it must compensate for pressure losses in the distribution pipes. If the total head loss downstream of the sprinkler valve is calculated at 3 bars, the residual pressure at the valve must be at least 3 bars to maintain adequate flow. Lower residual pressure could lead to insufficient flow at the sprinkler heads, which are designed to operate at specific pressures. The system must ensure that the supply can deliver the necessary pressure while accounting for any losses in the piping. Understanding the relationship between flow and pressure loss is essential for effective sprinkler system design.
TSN79
Messages
422
Reaction score
0
I'm aware that the term means the remaining pressure at a point while there is flow. Say the distribution pipes downstream the sprinkler valve have a calculated total head loss of 3 bars during the designed flow. Does that mean that the residual pressure at the sprinkler valve needs to be at least 3 bars to achieve the designed flow? It just seems so unintuitive to me. After all, if I get the designed flow at a lower residual pressure, why would that be an issue?
 
Engineering news on Phys.org
I'm not 100% sure where the sprinkler valve is in your system, or where you measure residual pressure. But your questions all seem to relate to the relationship between pressure drop and flow.

Consider the following simple piping system. Water flows in the direction of the arrow. The box represents any collection of pipes, elbows, open or partially open valves that you like. The pressure difference Pa-Pb is the pressure loss across the whole collection.
slask.png


Now the basic principle is that the more flow we have, the larger Pa-Pb becomes. Usually is is proportional to the square root of Pa-Pb, but that doesn't matter. What does matter is more flow means more pressure loss. It does not matter which words you use to label Pa and Pb, nor does it matter how big Pa is or Pb is. Only the difference Pa-Pb matters. You can not get more flow without increasing Pa-Pb.

I'm trying to help you. Does that answer your question?
 

Attachments

  • slask.png
    slask.png
    449 bytes · Views: 1,224
The sprinkler valve represents the beginning of the system, and is also where the residual pressure is measured. Let's say point Pa represents this location. Once there is flow, the pressure reading at Pa will start to fall. Is there a need for Pa not to fall below 3 bars (if the calculated loss is correct) in order to achieve the desired flow rate? Appreciate the help :)
 
Each sprinkler head will deliver the specified flow at a specified pressure. You or the designer has to ensure that pressure is maintained under worst case conditions or the flow will be lower.

If you provide 3 bar at the inlet valve and the loss in the pipework is 3 bar then the pressure at the sprinkler will be low so the flow might be inadequate.

I think you need to find out what pressure is needed at the sprinkler heads and add the 3bar pipe loss to that.

The supply must be able to deliver that pressure at the required flow rate (eg not just the static pressure).
 
Here's a video by “driving 4 answers” who seems to me to be well versed on the details of Internal Combustion engines. The video does cover something that's a bit shrouded in 'conspiracy theory', and he touches on that, but of course for phys.org, I'm only interested in the actual science involved. He analyzes the claim of achieving 100 mpg with a 427 cubic inch V8 1970 Ford Galaxy in 1977. Only the fuel supply system was modified. I was surprised that he feels the claim could have been...