SiliminPro

Effective Stroke

Calculates the actual piston travel distance during the compression phase, which begins only after the intake valve closes.

mm
mm
°

Effective Stroke Length is

0 mm

Diagram coming soon

Effective Stroke: Pinpointing True Compression

While an engine's stroke is a fixed mechanical dimension, its Effective Stroke is a dynamic value that represents the actual distance the piston travels *after* the intake valve has closed. This is the single most important calculation for determining the Dynamic Compression Ratio, as it defines the precise moment the "squeeze" truly begins.

The Trigonometry of Piston Motion

The piston's exact position is not linear; it's determined by the angles of the crankshaft and connecting rod. This calculation finds the piston's height at the Intake Valve Closing (IVC) point.

Piston Position at IVC

Using trigonometry, we calculate how far the piston has already traveled up from BDC when the intake valve closes.

Piston Height = (Rod + Stroke/2) - √[Rod2 - (Stroke/2 × sin(IVC))2] + (Stroke/2 × cos(IVC))

Calculating Effective Stroke

The effective stroke is simply the total mechanical stroke minus the distance the piston already traveled before the valve closed.

Effective Stroke = Total Stroke - Piston Height at IVC

The Subtle Influence of the Rod/Stroke Ratio

The ratio between the connecting rod length and the stroke length influences piston speed and dwell time, which subtly affects the effective stroke.

High R/S Ratio (e.g., 1.75+)

A long rod relative to the stroke results in less angularity. This makes the piston move faster near mid-stroke but dwell longer at TDC. It's considered ideal for high-RPM engines as it reduces side-loading and stress.

Low R/S Ratio (e.g., <1.6)

A short rod increases angularity, causing the piston to accelerate away from TDC very quickly. This can be beneficial for building torque but increases piston side-loading and is generally less favorable for very high-RPM applications.