What is The Physics of TrappedCompression?
Mathematical Foundation
Laws & Principles
- The Uncorrected Volume Trap: Trapped Volume (Uncorrected) is the absolute best-case kinetic sealing metric. It assumes that the exact millisecond the piston covers the exhaust port roof, the cylinder is hermetically sealed to the atmosphere. While mathematically true at 1 RPM, at 11,000 RPM the exhaust acoustic wave is actively fighting the piston.
- The Dynamic Variable: While this calculator provides the precise geometric sealed volume (cc), the actual dynamic trapped volume when the engine is running is heavily altered by the expansion chamber's return acoustic wave, which physically aggressively crams lost mixture back into the cylinder just as the port closes.
Step-by-Step Example Walkthrough
" A 54x54mm 125cc engine has an exhaust port sitting 25.0mm down the bore from Top Dead Center. "
- 1. Identify usable stroke: The piston only seals the cylinder for the top 25.0mm of travel.
- 2. Identify the Bore Radius: 54 / 2 = 27mm.
- 3. Square the Bore Radius: 27² = 729.
- 4. Multiply by Pi (π): 729 * 3.14159 = 2,290.2.
- 5. Multiply by the trapped Stroke: 2,290.2 * 25.0mm = 57,255.
- 6. Divide by 1,000 to convert to cc: 57,255 / 1,000 = 57.25 cc.