🔧

Pipe Fitting Loss Coefficient (K-factor) Calculator

Crane TP-410 • Hooper 2-K • Darby 3-K Methods | Pressure Drop & Equivalent Length

Professional Pipe Fitting Loss Coefficient Calculator
Calculate resistance coefficients (K-factors) and pressure drop across pipe fittings, valves, elbows, and tees using industry-standard methods: Crane TP-410, Hooper 2-K, or Darby 3-K. Includes Reynolds number validation, equivalent length conversion, and automatic method comparison for accurate hydraulic design.
Calculation Method:
K = (L/D) × fT
Standard method. Best for turbulent flow (Re > 10,000) and quick estimates.

Fitting Type

ID = 4.026", fT = 0.0160

Flow Conditions

ft/s
lb/ft³
lb/(ft·s)
Default: water @ 60°F

Fluid Properties

Current Properties:
Density: 62.4 lb/ft³
Viscosity: 0.000672 lb/(ft·s)

📚 Learn the Theory

Understand K-factor methods, Reynolds effects, and friction loss fundamentals

Read Engineering Guide →

Method Formulas

Method Formula
Crane K = (L/D) × fT
Hooper 2-K K = K₁/Re + K(1 + 1/D)
Darby 3-K K = Km/Re + Ki(1 + Kd/D0.3)

Pressure drop: ΔP = K × ρV² / (2g × 144)  [psi]

When to Use Each Method

  • Crane TP-410: Industry standard. Fast and conservative. Use for Re > 10,000 and typical process conditions. May underpredict at low Re.
  • Hooper 2-K: Adds Reynolds correction. Better for laminar and transitional flow. Good balance of accuracy and simplicity.
  • Darby 3-K: Most accurate across all conditions. Accounts for Re and size scaling. Use for critical calculations and unusual conditions.

For Re > 10,000 in 1"–10" pipe, all three methods typically agree within 15%.

References

  • Crane TP-410 – Flow of Fluids Through Valves, Fittings, and Pipe
  • Hooper (1981) – "The Two-K Method" Chem. Eng.
  • Darby (2001) – Chemical Engineering Fluid Mechanics, 2nd Ed.
  • API RP 14E – Erosional velocity guidelines