Wind Turbine Swept Area Calculator
Calculate wind turbine rotor swept area from diameter, radius or blade length — and estimate the available wind power from wind speed, air density, Cp and electrical efficiency.
🌬️ Field Rule: Swept area is one of the most important wind turbine sizing values because wind power is directly proportional to rotor area. Use this with the Wind Turbine Power Calculator, Wind Turbine Energy Calculator, Wind Speed Height Calculator, Tip Speed Ratio Calculator and Wind Turbine Efficiency Calculator.
🌬️ Rotor Diameter → Swept Area → Available Wind Power
D = — m Rotor diameter SWEPT AREA — m² A = πD² / 4 POWER — W — m/s wind Enter rotor diameter to calculate swept area.
Rotor Diameter
Average Wind Speed
Air Density
Power Coefficient Cp
Electrical Efficiency
Rotor Type
VAWT Height Optional
For a normal horizontal-axis turbine, swept area is a circle. For simple vertical-axis turbines, use the rectangular approximation: area ≈ rotor height × rotor diameter.
Presets:0.8m micro2m small3m home5m rural10m farm40m commercial
Blade Radius / Blade Length
Average Wind Speed
Air Density
Cp
Electrical Efficiency
Blade Count Optional
Blade count does not change swept area. It is included only as a design note for comparing rotor types.
Blade length:0.5m1m1.5m2.5m5m
Target Electrical Power
Wind Speed
Air Density
Cp
Electrical Efficiency
Safety Oversize
This reverse mode estimates rotor size needed to reach a target output at the selected wind speed. Real turbines need a power curve and structural design checks.
Targets:100W500W1kW3kW5kW

📐 Formula Reference

Circular Swept Area
A = π × r² = π × D² ÷ 4
Vertical Axis Approx.
A ≈ rotor height × rotor diameter
Available Wind Power
Pwind = 0.5 × ρ × A × v³
Electrical Output Estimate
Pelectrical ≈ Pwind × Cp × generator/inverter efficiency

📋 Quick Reference

Diameter vs Area
1 m diameter0.79 m²
2 m diameter3.14 m²
3 m diameter7.07 m²
5 m diameter19.63 m²
Wind Speed Guide
4 m/slow
6 m/smoderate
8 m/sgood
10 m/sstrong
Typical Cp Planning
Simple DIY rotor15–25%
Small turbine25–35%
Good design35–45%
Betz limit59.3%

📚 Engineering Notes

Swept area depends on diameter squaredDoubling rotor diameter increases swept area by four times. This is why blade length has a very strong effect on turbine output.
Blade count does not change swept areaA 2-blade, 3-blade or 5-blade rotor with the same diameter sweeps the same circular area. Blade count affects speed, torque, noise and startup behavior.
Wind speed still matters moreWind power increases with wind speed cubed. Use the Wind Speed Height Calculator to estimate wind speed at a higher tower height.
Use area before power and energyFirst calculate swept area here, then use the Wind Turbine Power Calculator for instant power and the Wind Turbine Energy Calculator for kWh over time.

What is wind turbine swept area?

Wind turbine swept area is the area covered by the rotor blades as they rotate. For a normal horizontal-axis wind turbine, the swept area is a circle. This circular area decides how much moving air passes through the rotor.

Why rotor diameter is so important

Rotor swept area increases with the square of diameter. A small increase in blade length can create a much larger collection area. That is why two turbines with similar generator ratings can behave very differently if their rotor diameters are different.

How to use this calculator

Use the diameter tab when you know the full rotor diameter. Use the blade length tab when you know the radius from hub center to blade tip. Use the target power tab when you want to estimate the rotor size needed for a selected electrical output at a given wind speed.

Wind cluster workflow

Start with this Wind Turbine Swept Area Calculator. Then use the Wind Turbine Power Calculator for instant power, the Wind Turbine Energy Calculator for annual kWh, the Tip Speed Ratio Calculator for rotor speed design, and the Wind Turbine Torque Calculator for shaft torque.

Important limitation

This calculator gives planning estimates. Real wind turbine design also needs blade aerodynamics, turbine power curve, cut-in speed, rated speed, cut-out speed, tower height, turbulence, generator loading, braking and structural safety checks.

❓ Frequently Asked Questions

For a horizontal-axis turbine, swept area is A = πr². If you know diameter, use A = πD²/4.
In practical calculation, blade length is usually treated as the rotor radius from hub center to blade tip. Actual blade geometry and hub size may slightly change the exact value.
No. Swept area increases with radius squared. If blade length doubles, swept area becomes four times larger.
At the same wind speed and efficiency, yes, more area means more available wind power. But actual output also depends on Cp, generator size, control system, turbine design and wind conditions.
Cp is the power coefficient. It represents how much of the wind power the rotor can capture. No turbine can capture 100% of the wind power.
Yes, use the vertical-axis option for a simple rectangular approximation. For many VAWT designs, swept area is estimated as rotor height multiplied by rotor diameter.
No. Swept area is only one part. Rated power also depends on wind speed, Cp, generator design, control strategy, rated speed and manufacturer limits.