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Original Tire

Replacement Tire (optional, for comparison)

Formula

Show calculation steps (2)
  1. Diameter Change (%)

    Diameter Change (%): Tire Size Calculator

    Percentage difference between the new tire diameter and the original tire diameter.

  2. Speedometer Reading at 60

    Speedometer Reading at 60: Tire Size Calculator

    Indicated speed when actual is 60, scaled by original circumference over new circumference.

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Results

Original Tire (215.0/55.0R17.0)
26.31" diameter
Sidewall
118.3 mm
Circumference
82.7"
Revolutions/Mile
767
Revolutions/km
476

What This Calculator Does

Compute the actual diameter, circumference, and revolutions per mile from a tire's size code, and compare two tire sizes to see how the swap affects ride height, speedometer accuracy, and odometer readings. Useful when shopping for replacement tires, plus-sizing wheels, or fitting larger off-road tires.

Reading a Tire Size Code

The standard P-metric code, e.g. 215/55R17:

  • 215 — section width in millimeters (the tire's tread/sidewall width)
  • 55 — aspect ratio (sidewall height as a percentage of width). 55 means sidewall = 55% of 215 = 118.25 mm.
  • R — radial construction (almost universal today)
  • 17 — rim (wheel) diameter in inches
Diagram of a tire cross-section labeling section width, sidewall height, and rim diameter
A tire code breaks down into section width (W), aspect ratio (A), and rim diameter (R).

The Math

Sidewall Height = Width × (Aspect / 100) (in mm)

Total Diameter = (Rim × 25.4) + 2 × Sidewall (in mm)

$$D = R \cdot 25.4 + 2 \cdot W \cdot \frac{A}{100}$$

Circumference = \(\pi\) × Total Diameter

Revolutions per Mile = (1,609,344 mm/mi) / Circumference

$$\text{revs/mi} = \frac{1{,}609{,}344}{\pi \cdot D}$$
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Diagram showing overall tire diameter built from rim plus two sidewalls
Overall diameter D equals the rim diameter plus twice the sidewall height.

Worked Example

215/55R17:

  • Sidewall = \(215 \times 0.55 = 118.25\) mm
  • Diameter = \((17 \times 25.4) + 2 \times 118.25 = 431.8 + 236.5 = 668.3\) mm = 26.31 in
  • Circumference = \(\pi \times 668.3 = 2{,}099.5\) mm = 82.66 in
  • Revs/mile = \(1{,}609{,}344 / 2{,}099.5 \approx\) 766 rev/mi
Comparison of two tire sizes with speedometer needle offset
A larger overall diameter travels farther per revolution, making the speedometer read low.

Why Tire Size Matters

  • Speedometer accuracy. A taller tire spins fewer revs per mile, so the speedometer (calibrated to original tire) reads slow. A 5% larger diameter makes 60 mph indicated equal 63 mph actual.
  • Odometer drift. Same effect — tires 5% larger record 5% fewer miles than actual. Affects warranty, lease mileage, fuel economy reporting.
  • Gear ratio impact. Bigger tires effectively raise the final drive ratio, slowing acceleration and lowering RPM at highway speed (better fuel economy, worse 0–60).
  • Clearance. Replacement tires need to fit the wheel well, especially at full steering lock and full suspension compression.

The general rule: stay within ±3% of the original tire diameter to avoid major issues. Larger swaps need speedometer recalibration.

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Plus-sizing

"Plus-sizing" means going up in rim diameter while keeping the same overall tire diameter — wider tire, shorter sidewall. A "plus-1" swap from 215/55R17 → 225/45R18 keeps the diameter close while improving steering response. The aspect ratio compensates for the larger rim.

Caveats

  • Manufacturer tolerance. Real tires vary ±3% from the calculated diameter. Tread design and inflation pressure also affect rolling diameter.
  • Load and speed ratings. The calculator ignores tire load index and speed rating — both matter for safe replacement.
  • European metric size: sometimes written as 7.50R16 (width in inches, no aspect — assumes 100%). Convert to P-metric before using this calc.
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