Duct reference

Duct friction rate reference

Use a friction-rate calculation to document one modeled straight duct section. It is not a total-system static-pressure calculation or a universal duct-design target.

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Definition and units

Friction rate is straight-duct pressure loss per unit length, for example Pa/m or in. w.g. per 100 ft. Always show both the pressure unit and the length basis. Total external static pressure also includes fittings, filters, coils, dampers, grilles, terminals, and other components.

Inputs that must be stated

InputWhy it matters
Assigned airflow and actual duct sizeThey establish velocity and the flow regime.
Shape or hydraulic diameterRound and rectangular ducts need geometry-aware treatment.
Length basisIt prevents confusion between a total section loss and a loss per unit length.
Air propertiesDensity and viscosity affect pressure and friction behavior.
Surface and friction factorThe selected model and assumptions must be reproducible.
Fittings and componentsThey need separate local-loss or equivalent-length treatment.

Modeled straight-section formula

ΔP = f × (L ÷ D) × (ρV² ÷ 2)
Friction rate = ΔP ÷ L

Use compatible units for density, velocity, length, and diameter. In this expression, f is the Darcy friction factor, L is straight length, D is the applicable diameter, ρ is density, and V is velocity. Do not combine values from incompatible unit systems or apply an unstated generic factor.

How to use this reference

  1. Confirm the airflow and actual inside geometry for the duct section.
  2. Calculate the corresponding velocity and document the chosen friction method.
  3. Calculate straight-run loss and state the length basis.
  4. Add fitting, terminal, filter, coil, and equipment losses separately for a complete path.
  5. Compare the full resistance with the fan’s published operating point and project requirements.

Limits

This reference intentionally does not publish one recommended friction rate. Appropriate criteria depend on system type, route, acoustic goals, fan pressure, energy objectives, materials, and project requirements. A straight-section result cannot prove a fan will deliver the required airflow.

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