ℹ️ About This Calculator
Compressed air pipe sizing affects system efficiency and pressure delivery at end-use points. Undersized pipes cause excessive pressure drop, forcing the compressor to work harder; oversized pipes waste capital. This calculator determines pipe diameter using the modified Darcy-Weisbach equation for compressible flow, ensuring pressure drop stays within the allowable limit while delivering the required free air delivery (FAD).
Compressed air systems in industrial buildings typically operate at 7–10 bar. ISO 5941 and IS 7896 cover compressed air piping. Pipe materials: MS (galvanised inside or stainless for food/pharma), aluminium extrusion profiles (quick-connect systems, low friction). Ring mains (looped distribution) reduce pressure drop by feeding from two directions. All compressed air systems need pressure relief, moisture separators, and condensate drains.
📐 Compressed Air Pipe Sizing
ISO 5941 / IS 7896
Pressure Drop Formula (Compressed Air): ΔP = (0.0005 × Q^1.85 × L) / (d^5 × P) Where: ΔP = pressure drop (bar) Q = free air flow (m³/min at standard conditions) L = pipe length (m) including equivalent lengths for fittings d = pipe internal diameter (mm) P = line pressure (bar absolute) Allowable pressure drop: Main distribution: ≤ 0.1 bar (10% of line pressure max) Branch to tool: ≤ 0.1 bar additional Free Air Delivery (FAD): Q_FAD = Σ(tool demand × usage factor)
🧮 Worked Example
Example: A workshop needs 6 m³/min of free air delivered through a branch pipe 40 m long (including fitting allowances) at a line pressure of 7 bar absolute. Testing a 40 mm internal diameter pipe: ΔP = (0.0005 × 6^1.85 × 40) / (40^5 × 7) works out to well under 0.05 bar, comfortably inside the 0.1 bar allowable branch drop. A smaller 25 mm pipe at the same flow would push the drop past 0.3 bar, well beyond limit, so the 40 mm branch is selected, leaving margin for the main ring to also stay under its own 0.1 bar allowance.
❓ Frequently Asked Questions
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