What is Pitot Tube Traverse (Airflow Profiling)?
Mathematical Foundation
Laws & Principles
- THE SQUARE ROOT LAW (NEVER AVERAGE RAW PRESSURES): You can never add your raw VP readings together and average them. Because the physics of fluid momentum dictates that Velocity is proportional to the SQUARE ROOT of Pressure, averaging raw pressures creates a massive mathematical false positive. You must take the square root of *each individual reading*, add those roots up, and average the roots. (Our calculator does this automatically).
- THE 7.5 / 3 TRAVERSE PLACEMENT RULE: You cannot drill traverse holes anywhere you want. If you read air immediately after a fan or an elbow, the air is violently tumbling in a vortex, destroying your readings. Code dictates you must drill traverse holes on a straight section of duct at least 7.5 duct diameters DOWNSTREAM of any disturbance, and 3 diameters UPSTREAM of the next disturbance.
- THE EQUAL AREA METHOD (Rectangular): For square/rectangular ducts, the cross-section is mathematically divided into a grid of equal geometric boxes (usually 16, 25, or 64). You push the Pitot tube into the dead center of each imaginary box.
- THE LOG-TCHEBYCHEFF METHOD (Round): Circular ducts distort aerodynamic drag. You cannot just measure at even increments. The Log-Tchebycheff rule dictates precise, mathematically weighted distances across three 60-degree diameter lines to account for radial wall-drag coefficients.
Step-by-Step Example Walkthrough
" A Test and Balance technician takes 3 rapid Pitot readings deep inside a commercial duct: 0.16 in. w.c., 0.25 in. w.c., and 0.36 in. w.c. "
- 1. The Rookie Mistake (Averaging raw pressures): (0.16 + 0.25 + 0.36) ÷ 3 = average of 0.256 VP.
- 2. Rookie Velocity: 4005 × sqrt(0.256) = ~2,026 FPM.
- 3. The True Engineer's Way: First, convert to roots: sqrt(0.16) = 0.4. sqrt(0.25) = 0.5. sqrt(0.36) = 0.6.
- 4. Average the Roots: (0.4 + 0.5 + 0.6) ÷ 3 = exactly 0.50.
- 5. True Velocity: 4005 × 0.50 = 2,002 FPM.