Gear Ratio & RPM Calculator

Estimate road speed from engine RPM — or engine RPM from road speed — using your tyre size, gear ratio and final-drive ratio. Add several gear ratios to compare speeds across gears at the same RPM.

Tyre size

e.g. 225 / 45 R17 — enter width, aspect ratio and wheel diameter.

Result

Road speed

15.1mph

Wheel RPM

203.3rpm

Road speed (km/h)

24.3km/h

Road speed (mph)

15.1mph

Speed per gear at 3,000 RPM

Gear ratiokm/hmph
3.624.315.1
2.141.725.9
1.462.538.8
1.087.554.4
0.8109.468

How this calculator works

Engine power reaches the road through the gearbox and the final drive, each of which reduces rotational speed. Dividing engine RPM by the product of the gear ratio and final-drive ratio gives wheel RPM; multiplying wheel RPM by the tyre’s rolling circumference gives road speed.

Wheel RPM = engine RPM ÷ (gear ratio × final-drive ratio)
Speed (km/h) = wheel RPM × tyre circumference (m) × 60 ÷ 1,000
Engine RPM = wheel RPM × gear ratio × final-drive ratio
mph = km/h ÷ 1.609344

Worked example: with a 3.6 gear ratio, 4.1 final drive and a 225/45 R17 tyre (circumference ≈ 1.99 m), 3,000 engine RPM gives wheel RPM = 3,000 ÷ (3.6 × 4.1) = 203.3, and speed ≈ 203.3 × 1.99 × 60 ÷ 1,000 = 24.3 km/h. Doubling the engine RPM doubles the speed.

What this does not tell you

These are theoretical estimates assuming no tyre slip and a nominal (unloaded) tyre circumference. The real rolling circumference is slightly smaller because the contact patch flattens under load, and slip increases with torque. Drag, gearing inefficiency and engine power limits all reduce actual speed.

A speed calculated at the engine’s redline is not the car’s achievable top speed — it is simply the theoretical speed at that RPM in that gear. Top speed depends on whether the engine can produce enough power to overcome aerodynamic drag.

Frequently asked questions

Why does doubling RPM double the speed?
Because road speed is directly proportional to wheel RPM, which is directly proportional to engine RPM when the gear and final-drive ratios and tyre size stay the same. The relationship is linear, so twice the RPM means twice the theoretical speed.
What is the final-drive ratio?
The final drive (differential) ratio is the last gear reduction between the gearbox and the driven wheels. A higher number (e.g. 4.1) gives stronger acceleration but lower cruising speed per RPM; a lower number (e.g. 3.0) does the opposite.
Why is my real speed different?
Tyre slip, the difference between nominal and loaded rolling circumference, and drivetrain losses all mean real speed is usually a little lower than the theoretical figure. Use this as an estimate, not a measurement.
Are the results rounded?
Yes. Calculations use full precision internally and only the displayed values are rounded.

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