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Calcimator

Aerodynamic Drag (CdA) Calculator

Estimate your CdA (drag area) from speed and power data. See how aerodynamic and rolling resistance forces split at different speeds.

About this calculator

This calculator estimates your CdA — drag area, the standard measure of aerodynamic efficiency in cycling — by working backward from a steady-state speed and power reading rather than measuring it directly in a wind tunnel. The physics: at a constant speed on flat ground, all your power output goes to two places, overcoming rolling resistance (tire-and-road friction, which grows linearly with speed) and overcoming aerodynamic drag (which grows with the cube of speed, since aero force scales with velocity squared and power is force times velocity). The calculator first computes rolling resistance force from your weight and tire coefficient, subtracts the power that consumes from your total power, and attributes everything left over to aerodynamic drag; from that it derives CdA using the standard drag equation.

Because aerodynamic drag dominates at speed — a rider going from 25 to 40 km/h roughly doubles the share of power spent fighting air rather than rolling friction — this method gets more accurate at higher, more sustained speeds where aero drag is the clear majority of total resistance, and less reliable at low speeds where rolling resistance and measurement noise make up a larger share of the total. What this doesn't capture: wind (the whole calculation assumes still air; any headwind or tailwind during your test segment corrupts the result), road grade (it assumes perfectly flat ground — any climb or descent redirects power to or from gravity instead of drag), drivetrain losses (typically 2-3% of power that never reaches the wheel), and drafting effects, all of which a GPS-and-power-meter field test can't isolate the way a wind tunnel or velodrome test can.

Inputs

mph
W
lb
kg/m³

Results

CdA (Drag Area)

0.3886 m²

≈ 6 sheets of paper

Aerodynamic Drag Force22.5 N
Rolling Resistance Force3.22 N
Power to Overcome Aero Drag219 W
Power to Overcome Rolling31 W
Aero as % of Total Resistance87.5%
How to Use This Calculator
  1. Enter your Speed in km/h and Power Output in watts.
  2. Set Total Weight (rider plus bike in kg) and Air Density (use 1.225 kg/m³ at sea level).
  3. Adjust Rolling Resistance (Crr) to match your tires for your setup.
  4. Review the calculated CdA (drag area), Aerodynamic Drag Force, Rolling Resistance Force, and the wattage cost of each.
  5. Use Aero as % of Total Resistance to prioritize equipment upgrades.

How the result changes with Speed

SpeedCdA (Drag Area)
183.0552 m²
260.9828 m²
530.1037 m²
600.0693 m²

What each input means

Speed
Steady-state speed on flat ground with no wind. Use a GPS-verified segment.
Power Output
Average power output at the given speed, recorded by a power meter.
Total Weight (rider + bike)
Combined weight of rider and bicycle.
Air Density
Air density at your location. Sea level at 15°C = 1.225. Higher altitude = lower density.
Rolling Resistance (Crr)
Tire rolling resistance coefficient. Fast road tire: 0.003-0.004, gravel: 0.006-0.008.

How this is calculated

Worked example, using the default values

  1. Identify Input Parameters
    5 parameters
    Speed = 35, Power Output = 250, Total Weight (rider + bike) = 82, Air Density = 1.225, Rolling Resistance (Crr) = 0.004 = 5 input(s) provided
  2. Calculate Rolling Resistance Force
    Rolling Resistance Force = Crr * Total Weight * g
    0.004 * 82 * 9.8067 = 3.22 N
  3. Calculate Aerodynamic Drag Force
    Aerodynamic Drag Force = (Power - Rolling Watts) / Speed
    (250 - 31) / 9.72 = 22.5 N
  4. Calculate CdA
    CdA = Aerodynamic Drag Force / (0.5 * Air Density * Speed^2)
    22.5 / (0.5 * 1.225 * 9.72^2) = 0.3886 m²

Engine last updated . Checked against 2 independently-derived tests — how we verify calculators. Built by Paul Gunder, a software engineer, not a licensed financial, medical, or legal professional.

Frequently Asked Questions

Why does this calculator need both speed and power instead of just speed?

Speed alone can't separate how much of your effort went to fighting air versus rolling resistance — a fast, high-power rider and a fast, low-power rider moving at the same speed could have very different aerodynamics. Power lets the calculator work backward: it computes exactly how much force rolling resistance consumes from your weight and tire coefficient, subtracts that power from your total, and attributes the remainder to aerodynamic drag, which is what CdA actually measures.

Why does the estimate get less reliable at low speeds?

Aerodynamic drag force grows with the square of speed, while rolling resistance force stays roughly constant regardless of speed. At low speeds, rolling resistance makes up a much larger share of your total power demand, so a small measurement error in your power or speed data gets amplified into a much larger error in the aerodynamic portion the calculator is trying to isolate. Testing at a sustained, higher speed (30+ km/h) on a calm day gives a more trustworthy CdA estimate.

How much does wind affect the result if I don't account for it?

This calculator assumes zero wind, so any real headwind or tailwind during your test segment directly corrupts the CdA estimate — a headwind makes your CdA look artificially high (it thinks you're pushing extra air resistance when really you're pushing against moving air), and a tailwind makes it look artificially low. For a trustworthy field-test CdA, use a calm day or an indoor velodrome, or do repeated out-and-back runs to average out a steady wind.

What's a typical CdA value, and how does mine compare?

A road cyclist in an upright position typically has a CdA around 0.30-0.40 m², a rider in the drops around 0.25-0.32 m², and a dedicated time-trial position with aero equipment can reach 0.19-0.24 m². These are broad, commonly cited ranges rather than fixed targets — actual CdA depends heavily on rider size, position, clothing, and equipment, so use your own calculated value as a baseline to track improvement rather than comparing directly to a stranger's number.

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