ℹ About This Calculator
The sprinkler system calculator determines the design flow rate and operating pressure required at the sprinkler alarm valve. The hydraulic calculation begins at the most remote (hydraulically disadvantaged) sprinklers in the design area and works back to the riser, accumulating flow and friction losses at each pipe section per NFPA 13 and NFPA 13.
NFPA 13 (2002) is the US standard for automatic sprinkler systems, based on NFPA 13 principles. Wet pipe systems (most common): always water-filled, fastest response. Dry pipe: air-pressurised, for freezing areas. Pre-action: requires dual detection before water enters pipe, for computer rooms and valuable equipment. The TAC (Tariff Advisory Committee) offers insurance premium discounts for sprinklered buildings. All sprinkler designs must be submitted to the local fire brigade for approval.
Sprinkler Hydraulic Calculation Method
NFPA 13
Flow from Each Head: Q_head = K × √P [K-factor method] Q_head = density (mm/min) × coverage area (m²) Design Area: Most hydraulically remote area = design area × density LH: density 2.25 mm/min × 84 m²; OH1: 5.0 mm/min × 72 m² OH2: 5.0–7.5 mm/min × 144–216 m² Pipe Friction (Hazen-Williams): hf = 6.05 × 10^4 × Q^1.85 / (C^1.85 × d^4.87) × L C = 120 (steel); C = 150 (plastic); Q in L/min, d in mm Total Demand at Pump: Q_total = Q_sprinkler + Q_hose_allowance H_total = static head + friction losses + residual pressure
Worked Example
Example: An Ordinary Hazard OH1 warehouse zone requires a design density of 5.0 mm/min over a 72 m² design area. Sprinkler demand Q_sprinkler = 5.0 × 72 = 360 L/min. Using K=80 heads, the operating pressure at the most remote head is P = (Q/K)² = (360/12/80)² ≈ 0.56 bar per head (12 heads sharing the flow), above the 0.5 bar NFPA 13 minimum. Adding a hose stream allowance of 400 L/min and estimated friction/static losses of 1.8 bar gives a total pump demand of 760 L/min at 2.4 bar, which sizes the fire pump for this zone.
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