What is Bernoulli Venturi Vacuum Physics?
Mathematical Foundation
Laws & Principles
- The Law of Suction: A carburetor does not possess a mechanical fuel pump. It relies on Bernoulli's Principle: as air is forced through a narrow restriction (the venturi), its velocity increases, causing its static pressure to drop. This low-pressure vacuum is what pulls liquid fuel up out of the float bowl and through the main jet.
- The Big Carb Bog: If a tuner installs a massive 40mm carburetor on a small 125cc engine, the engine cannot pull enough air (CFM) to keep airspeed high in such a large bore. Because velocity drops, dynamic pressure collapses. The venturi loses suction, fuel stops flowing up the jet tube, and the engine bogs and dies at low RPM.
Step-by-Step Example Walkthrough
" Analyzing a carburetor where the throat airspeed hits 300 FPS against standard sea-level air density (0.00237 slugs/ft cubed). "
- 1. Square the velocity: 300 squared = 90,000.
- 2. Multiply by standard air density: 90,000 x 0.00237 = 213.3.
- 3. Halve the result to find Dynamic Pressure (psf): 213.3 x 0.5 = 106.65 psf.
- 4. Convert to inches of water column (inH2O): 106.65 x 0.1922 = 20.5 inH2O suction.
- 5. Convert to absolute PSI for reference: 106.65 x 0.00694 = 0.74 PSI of vacuum.