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Sprinkler Hydraulic Calculation Simulator

NFPA 13 most-remote-area hydraulic calculation. Step through flow at each sprinkler head (Q = K√P), accumulate pressure loss along the branch line via Hazen-Williams, and plot the system demand point against the water supply.

System PASSESAdequate supply pressure
Demand: 264 GPM @ 0.2 psi (sprinklers 14 + hose 250 GPM) · Supply: 65 psi · Margin: 64.8 psi
Density: 0.15 gpm/ft² · Area: 1500 ft² · Hose: 250 GPM
65 psi
12 ft
Coverage area: 144 sq ft/head
6
Min Sprinkler Pressure
Q_min = 0.15 × 12² = 21.6 gpm
P_min = (Q/K)² = 0.1 psi
21426385125250375500Pressure (psi)Flow (GPM)Water Supply264 GPM @ 0.2 psiDemand Point (sprinkler + hose)
Step-by-Step Hydraulic Calculation — Most Remote Area
Head #Pressure (psi)Flow (gpm)Cumul. FlowPipePipe Loss (psi)Pressure After Pipe
#10.101.81.81.049"0.0080.11
#20.111.93.71.049"0.0290.14
#30.142.15.81.049"0.0670.21
#40.212.68.32.067"0.0050.21
#50.212.610.92.067"0.0080.22
#60.222.613.52.067"0.0120.23
+ Hose stream allowance+250Total: 264 GPM @ 0.2 psi
NFPA 13 Method: Q = K√P at each head. Pipe loss per Hazen-Williams. Calculation starts at most-remote (lowest pressure) sprinkler and works back toward the riser. System demand point must fall below the water supply curve with a minimum 5 psi margin. Hose stream allowance per NFPA 13 Table 11.2.3.1.2.