Sports & Motion Analytics
Intermediate

Power-to-Weight Ratio

Cyclist's sustainable power divided by body mass — key to climbing.

Formula

PWR=PmPWR = \frac{P}{m}

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Variables

PWRPower-to-weight (W/kg)
PPower output (W)
mBody mass (kg)

Example

280 W, 70 kg: PWR = 4 W/kg

How it works

Power-to-weight ratio tells you how much continuous power an athlete can produce for each kilogram of body mass. It matters because when the route gets steep, extra body mass adds to the load that must be lifted against gravity, so two riders with the same power may perform very differently if one is lighter. Dividing power by mass gives a fair comparison of climbing ability across athletes of different sizes.

When to use it

Use this formula when comparing cyclists, runners, or other endurance athletes where body mass strongly affects performance, especially on climbs or during repeated accelerations. It is also useful in training to track whether fitness gains are coming from higher power, lower mass, or both.

Worked example, step by step

Given: P = 315 W m = 72 kg Step 1: Write the formula PWR = P / m Step 2: Substitute the values PWR = 315 / 72 Step 3: Calculate PWR = 4.375 W/kg Step 4: Round appropriately PWR ≈ 4.4 W/kg

Common mistakes to avoid

  • Using body weight in newtons instead of mass in kilograms
  • Comparing athletes without considering that the formula is most relevant for climbing and sustained efforts
  • Rounding too early and losing accuracy in the final power-to-weight value

Did You Know?

Tour de France contenders can hold above 6 W/kg for 20-minute climbs.

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Reviewed & maintained by the FormulaWon editorial teamLast reviewed September 2026