Ride records

Compare gear development using your measured wheel rollout

Calculate theoretical metres per crank turn from actual tooth counts and a measured wheel circumference, without prescribing riding effort.

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Concept illustration for Compare gear development using your measured wheel rollout; AI-generated scene, not a named product or location
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Define the comparison before entering numbers

Gear development describes a theoretical distance travelled for one complete crank turn. It can help organise a comparison between documented gear combinations, but it does not measure how hard a ride will feel. Start by recording the actual chainring and rear sprocket tooth counts and a wheel circumference appropriate to the setup. Do not infer the selected gear from a product family name or from a photograph where teeth cannot be reliably identified. Use the component documentation or qualified help where the combination is uncertain.

Schwalbe dimensions and wheel measurement ?

Schwalbe Marathon tyre with a visible 47-559 sidewall marking
Real photograph: Documentary 47-559 tyre marking; a different example from the 37-622 explanation. Photograph Vogler / CC BY-SA 4.0 / Wikimedia Commons; resized and converted to WebP without cropping. Source / License

Keep circumference separate from the tyre name

Schwalbe's wheel-dimension guidance explains why circumference depends on the actual assembly and conditions rather than only the nominal tyre label. If you use a measured rollout, keep the method, unit and setup record with it. The site's tool accepts millimetres and converts them to metres before applying the gear ratio. A copied value from another bicycle may make the arithmetic look tidy while describing a different setup. Preserve the source of the input, and label a hypothetical value clearly when the purpose is simply to understand the calculation.

Illustrative circumference: 2,100 mm = 2.1 m; Illustrative ratio42÷21: 2.0; Development: 4.2 m per crank turn
Circumference multiplied by the tooth-count ratio gives theoretical distance per crank turn. No component compatibility is implied.

Work through a clearly fictional example

Suppose the circumference is 2,100 mm, the chainring has 42 teeth and the rear sprocket has 21 teeth. The ratio is 42 divided by 21, or 2. The theoretical development is 2.1 m multiplied by 2, giving 4.2 m per crank turn. A different hypothetical combination of 42 and 28 teeth gives a ratio of 1.5 and development of 3.15 m with the same circumference. These examples are arithmetic only. They do not recommend those components, establish compatibility or identify an appropriate gear for a particular person or route.

Same circumference: 2.1 m; Illustrative ratio42÷28: 1.5; Development: 3.15 m per crank turn
This comparison changes the rear tooth count only. It does not predict effort, speed or suitability.

Do not turn the result into an effort promise

Development does not include rider capability, terrain, wind, surface conditions or the many other factors that affect a ride. A smaller or larger calculated number is not an automatic better choice. Keep any comparison focused on the defined quantity and avoid assigning a training target or guaranteed speed from it. The photographs here are documentary equipment context, not the hypothetical drivetrain used in the calculation. This publication has not tested the pictured components or assembled them into a compatible system. A numerical comparison cannot replace the relevant component instructions.

Archived Richmond click-type torque wrench with socket
Real photograph: Archived Richmond click-type torque wrench with socket. Different equipment from the Park Tool TW-5.2 example; no range, calibration or compatibility assessment by this publication. Photograph Heron2 / CC BY-SA 3.0 / Wikimedia Commons; resized and converted to WebP without cropping. Source / License

Save the inputs with the output

A useful gear note includes the bicycle and component identifiers, selected tooth counts, circumference value, its source and the calculated result. If you change the input, save a new row rather than leaving the old result beside a new component label. The calculator rejects blank, non-finite and out-of-range values, but a valid input format does not prove the input is true. Check the actual equipment and use qualified advice for component changes. This tool explains a mechanical relationship through arithmetic; it does not prescribe cadence, effort, equipment upgrades or a safe riding strategy. Save unrounded input values, then label the precision used for the displayed result.

Open official model documentation ?

Documentary row of separate hex driver bits
Real photograph: Documentary row of separate hex driver bits. Different equipment from the Park Tool TW-5.2 example; no range, calibration or compatibility assessment by this publication. Photograph Jacek Halicki / CC BY-SA 4.0 / Wikimedia Commons; resized and converted to WebP without cropping. Source / License

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