Cycling Power Calculator

Estimate the power required to maintain any cycling speed with our Cycling Power Calculator. Break down aerodynamic, rolling, and climbing resistance instantly.

870.0K usesUpdated · 2026-04-28Runs locally · zero upload

How to Use Cycling Power Calculator

The Cycling Power Calculator estimates the watts required to sustain a given speed in seconds. Enter your parameters and the Cycling Power Calculator updates instantly.

  1. Rider & Bike Weight — Enter your body weight and bike weight in kilograms.
  2. Speed — Set the target riding speed in km/h.
  3. Gradient — Input road slope as a percentage (positive = uphill, negative = downhill).
  4. Wind Speed — Enter headwind in km/h (positive = into your face).
  5. CdA — Your drag area in m². Use 0.30 as a reasonable starting estimate for a road bike in the drops.
  6. Crr — Rolling resistance coefficient. 0.004 suits most clincher tires on smooth asphalt.
  7. Air Density — Sea-level default is 1.225 kg/m³. Reduce for high-altitude rides.
  8. Drivetrain Loss — Mechanical efficiency loss, typically 2–3%.

The Cycling Power Calculator instantly displays total power plus the breakdown into aerodynamic drag, rolling resistance, climbing, and drivetrain loss.

Formula & Theory — Cycling Power Calculator

The Cycling Power Calculator models four resistance components:

P_total = P_aero + P_rolling + P_climbing + P_drivetrain

P_aero     = 0.5 × ρ × CdA × v_rel² × v
P_rolling  = Crr × m_total × g × cos(arctan(slope)) × v
P_climbing = m_total × g × sin(arctan(slope)) × v
P_drivetrain = (P_aero + P_rolling + P_climbing) × loss%
Symbol Meaning
ρ Air density (kg/m³)
CdA Drag area (m²)
v_rel Rider speed + headwind (m/s)
v Rider ground speed (m/s)
Crr Rolling resistance coefficient
m_total Rider + bike mass (kg)
g Gravitational acceleration (9.8067 m/s²)
slope Road gradient as a fraction

Why Aerodynamic Drag Dominates at High Speed

At 30 km/h on flat terrain the Cycling Power Calculator typically shows aero power as 60–80% of total power. Because aero drag scales with v³, cutting CdA by 10% or adopting a more aerodynamic position can save significant watts without changing your fitness.

Use Cases for Cycling Power Calculator

The Cycling Power Calculator supports a variety of training, racing, and planning scenarios:

  • Triathlon & Time Trial pacing — Calculate the exact wattage needed to hold your target bike split speed and plan your race-day power target.
  • Climbing training — Input a real-world gradient and determine how much of your power budget goes to gravity versus aerodynamics.
  • Equipment comparison — Compare different CdA and Crr values to quantify the benefit of aero helmets, skinsuit, or tire upgrades.
  • Commuter planning — Estimate energy expenditure for your daily commute at different speeds and gradients.
  • Altitude training camps — Adjust air density to model the reduced drag and different power requirements at high altitude.

Whether you ride a road bike, TT bike, gravel bike, or commuter, the Cycling Power Calculator gives you an evidence-based number to guide your training and equipment decisions.

Frequently asked questions about Cycling Power Calculator

How accurate is the Cycling Power Calculator?

The Cycling Power Calculator uses well-established physics models (aerodynamic drag, rolling resistance, gravitational component) that closely match real-world measurements when inputs like CdA and Crr are accurate. For most riders, results are within 5–10 W of a power meter reading.

What is CdA and how do I find my value?

CdA is the product of your drag coefficient (Cd) and your frontal area (A). Typical values range from 0.20 m² (aggressive TT position) to 0.40 m² (upright commuter). You can estimate it via a field test (virtual elevation or Chung method) or use known values for your position.

What Crr should I use for different surfaces?

Smooth asphalt: ~0.003–0.005. Rough road: ~0.006–0.008. Gravel: ~0.010–0.015. Tubeless tires with lower pressure can reduce Crr significantly.

Why does a small change in speed cause a large change in power?

Aerodynamic drag power scales with the cube of speed, so doubling your speed requires roughly eight times the power to overcome air resistance alone.

Is my data stored?

No. All calculations happen in your browser; nothing is sent to a server.