You might try what we used to do in the old days.  Just reduce your sprinkler 
spacing so you drop your water demand at the remote sprinkler which will also 
drop the pressure required at the remote sprinkler.  It will require more 
sprinklers but it might work.   Before the advent of all of the new large 
orifice sprinklers we used this method to make the calculations work.
\Mike Brown

-----Original Message-----
From: [EMAIL PROTECTED] [mailto:[EMAIL PROTECTED] On Behalf Of Reza Esmaeili
Sent: Saturday, August 11, 2007 1:56 AM
To: [email protected]
Subject: Sprinkler Selection Question

Dear Friends,
    I have a question about a sprinkler system, with the specifications below:

     
  - Main fire pump outlet pressure: 9 Bar.
   

    Most Remote Room Specifications:
- Number of sprinklers in the room: 140 Pcs

    - Required Density: 24.5 l/min/m©÷
  - Most remote sprinkler pressure loss: 2.5 to 3 Bar.

    - One sprinkler covarage: 9m©÷

     

    As the density is 24,5 l/min/m©÷ and (1spk /9m©÷) so flow rate of each 
sprinkler is 220.5 l/min=58.3 GPM 
    Q=K¡îP then  58.3 = K ¡îP

    If K=80 (or 5.55) then 58.3 = 5.55 ¡îP then P = 7.6 Bar

    If K=160 (or 11.1) then 58.3 =11.1 ¡îP then P = 1.9 Bar

     

    - If we choose K=80, as the pressure at most remote sprinkler is about 6 - 
6.5 Bar so the available pressure is less than the required sprinkler pressure 
which is 7.6 Bar.

    - If we choose K=160, we don't have pressure problem but the density will 
be more than what we require. GPM = 11.1 ¡î(6x14.51) = 104 GPM

     

    Can anyone kindly let me know what K factor should I choose and why?
  Thanks for your help,
  Reza



       
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