What is The Physics of FuelLineVelocity?
Mathematical Foundation
Laws & Principles
- The 10 FPS Speed Limit: In high-performance fluid dynamics, if liquid fuel exceeds 10 Feet Per Second, it slams into chaotic turbulence. The sheer friction of the liquid fighting the walls of the hose artificially restricts pump flow, dropping line pressure drastically before it ever reaches the fuel rail. High HP builds mandate massive -8AN or -10AN feed lines solely to keep the fluid velocity slow and laminar.
- The Specific Gravity Trap: Different fuels weigh different amounts. A gallon of Ethanol (E85) weighs roughly 6.6 lbs, while Premium Gasoline weighs about 6.0 lbs. Because of density differences AND massive BSFC requirement differences, an E85 engine requires nearly double the volumetric GPH flow to make the same power as a gas engine, mandating vastly larger hose diameters.
Step-by-Step Example Walkthrough
" A 1000 HP E85 Engine (0.85 BSFC, 6.6 lbs/gal) is fed by a 3/8" inner diameter fuel line (-6AN equivalent). "
- 1. Calculate lbs/hr of fuel: 1000 HP * 0.85 = 850 lbs/hr.
- 2. Convert Mass to Volume (Gallons): 850 / 6.6 = 128.8 GPH.
- 3. Convert Hour to Minute format: 128.8 / 60 = 2.146 GPM.
- 4. Calculate Flow Velocity Constant: 0.4085 * 2.146 = 0.876.
- 5. Pipe Area Divisor: ID (0.375") squared = 0.1406.
- 6. Final Velocity: 0.876 / 0.1406 = 6.23 Feet per Second.