Code tool

Wind Correction Angle Calculator

Solve an offline educational wind triangle using true bearings.

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All bearings are true, not magnetic; wind direction is where wind comes FROM. Positive WCA turns clockwise/right, negative left; add WCA to course to cancel drift. Bearings wrap to [0°,360°). Reject |crosswind| ≥ TAS and non-positive groundspeed. No magnetic declination, live weather or navigation advice. E = −W sin(β); N = −W cos(β); cross = E cos(c) − N sin(c); along = E sin(c) + N cos(c); WCA = asin(−cross/TAS); GS = TAS cos(WCA) + along. c = true course, β = wind-from true bearing, W = wind speed; trigonometry uses radians.

Inputs stay in this browser; nothing is sent.

Sources: FAA AWC

A QUICK WALKTHROUGH

How to use this tool

  1. Enter the values in the labeled units.
  2. Calculate and review the result.
  3. Change inputs to clear the previous result.

Method and limits

All bearings are true, not magnetic; wind direction is where wind comes FROM. Positive WCA turns clockwise/right, negative left; add WCA to course to cancel drift. Bearings wrap to [0°,360°). Reject |crosswind| ≥ TAS and non-positive groundspeed. No magnetic declination, live weather or navigation advice. E = −W sin(β); N = −W cos(β); cross = E cos(c) − N sin(c); along = E sin(c) + N cos(c); WCA = asin(−cross/TAS); GS = TAS cos(WCA) + along. c = true course, β = wind-from true bearing, W = wind speed; trigonometry uses radians.

Sources

https://www.faa.gov/sites/default/files/2022-03/pilot_handbook.pdf · https://aviationweather.gov/help/data/

How is the result used?

For education only; never use this result for flight or navigation decisions. Inputs stay in this browser; nothing is sent.

GOOD TO KNOW

Common questions

How is the result used?

For education only; never use this result for flight or navigation decisions.