Crosswind Formula:
From: | To: |
The crosswind calculation determines the perpendicular wind component affecting an aircraft or other vehicle. It's crucial for aviation safety, especially during takeoff and landing.
The calculator uses the crosswind formula:
Where:
Explanation: The sine function extracts the perpendicular component of the wind relative to the direction of travel.
Details: Knowing crosswind component helps pilots determine if conditions are within aircraft limits and their personal capability, preventing dangerous situations.
Tips: Enter wind speed in knots and angle in degrees (0-90). The angle is between the wind direction and runway/heading direction.
Q1: What's considered a strong crosswind?
A: It varies by aircraft, but generally above 15-20 knots becomes challenging for many light aircraft.
Q2: How is the angle determined?
A: The angle is the difference between wind direction and runway/heading direction (e.g., wind at 30° and runway at 10° gives 20° angle).
Q3: What about headwind/tailwind components?
A: Headwind component is calculated using cosine instead of sine. This calculator focuses on crosswind only.
Q4: Why use knots for wind speed?
A: Aviation traditionally uses knots for wind speed and airspeed measurements.
Q5: What's the maximum effective angle?
A: The calculation is mathematically valid up to 90°, but in aviation, angles above 90° can be converted to their acute equivalent (e.g., 100° becomes 80°).