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📏 Productivity & Units

Fitting a 3% Taller Tyre Changes Your Gearing by 3%

Tyre circumference sits in the denominator of the same equation as the final drive, so a tyre change is a gearing change whether you meant it or not.

Top gear at 100

Top speed at redline

gearing only, not power

Tyre circumference

Final drive change

on every gear at once

Every gear

Gear spacing

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How the calculation works

One chain, four numbers 100 km/h road speed ÷ 1.9927 m 836 rpm at the wheel × 0.80 669 rpm after the gear × 3.90 2,610 rpm the engine Circumference is the only one that divides, so a bigger tyre lowers the revs. 3% more tyre, 3% fewer revs at the same speed — and 3% more speed at the redline.

How to Use This Tool

Enter your tyre size, final drive and the gear ratios. Everything else is one equation applied to each gear in turn.

The chain

  1. Road speed to wheel speed. Divide by the tyre's rolling circumference. A 225/45R17 is 634.3 mm across, so 1.9927 m around; 100 km/h is 1,667 m per minute, which is 836 wheel revolutions per minute.
  2. Wheel speed to gearbox output. Multiply by the final drive — 836 × 3.90 = 3,262.
  3. Through the gear. Multiply by the gear ratio. In a 0.80 top gear that is 2,610 rpm at 100 km/h.

Written as one line: rpm = speed ÷ circumference × gear × final.

Circumference is the only term that divides, which is the whole reason a tyre change is a gearing change.

Tyre size is a gear ratio you did not choose

Fit a tyre 3% larger and every one of those numbers shifts by 3%: cruising revs drop 3%, the speed reached at the redline in each gear rises 3%, and acceleration softens slightly because the effective final drive has been lowered.

It works the other way too. A slightly smaller tyre is a cheap way to shorten gearing, which is why winter wheels a size down often feel a touch livelier.

The speedometer is affected by exactly the same percentage, in the direction that makes it read optimistically low with a taller tyre.

3.90 to 4.10 final drive — a 5.1% change every gear all shifted 5.1% one gear swapped only that gear Which is why a final-drive change transforms how a car feels and a single ratio change mostly just moves one shift point.
The final drive multiplies every ratio, so its effect is the sum of all of them.

Reading the gear table

Two columns are worth attention:

  • Speed at the redline is a gearing figure, not a performance one. A gear that reaches 249 km/h at the redline tells you the car cannot use that gear fully — it will run out of power against air resistance long before it runs out of revs. That is normal for a tall top gear, which exists for economy and noise rather than speed.
  • Revs after the upshift is where the driving feel lives. Shifting at the redline drops the engine to (next gear ÷ current gear) × redline. Closely spaced gears land back near peak power; a wide gap drops the engine below it, which is why one badly spaced ratio can make a whole gearbox feel wrong.

What is left out

This is kinematics: it maps engine speed to road speed and nothing more. It cannot tell you whether the engine can pull a gear, because that needs power against aerodynamic drag, rolling resistance, weight and gradient.

Tyres also grow slightly at speed and deform under load, so real rolling circumference is a little different from the geometric figure — enough to matter to a race engineer and not to anyone else. Automatics with a torque converter slip at low speeds and lock up above them, so the calculation only applies once locked.

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Frequently Asked Questions

How do you calculate engine rpm from road speed?
Divide road speed by the tyre's rolling circumference to get wheel revolutions, then multiply by the gear ratio and the final drive. For a 225/45R17 with a 0.80 top gear and 3.90 final drive, 100 km/h is 2,610 rpm.
Do bigger tyres change your gearing?
Yes. Circumference divides in the equation, so a 3% taller tyre lowers cruising revs by 3%, raises the speed reached at the redline in every gear by 3%, and softens acceleration slightly. It is a gearing change whether or not it was intended as one.
What does changing the final drive do?
It multiplies every gear at once. Going from 3.90 to 4.10 is a 5.1% shift applied to all ratios simultaneously, which is why it transforms how a car feels while swapping a single gear mostly just moves one shift point.
Why is the calculated top speed higher than the real one?
Because this is gearing only. Speed at the redline says what the gearing allows, not what the engine can achieve against aerodynamic drag, which rises with the square of speed. A tall top gear that calculates to 249 km/h simply cannot be pulled to the redline.
What rpm will the engine drop to after an upshift?
Redline multiplied by the next gear divided by the current one. Closely spaced ratios land the engine back near peak power; a wide gap drops it below, which is what makes one badly spaced gear feel wrong across the whole box.
Does this work for an automatic?
Once the torque converter is locked, yes — the ratios behave the same way. Below lock-up the converter slips by a variable amount, so engine speed is higher than the calculation suggests and no fixed ratio describes it.

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