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Flight Planning

Wind Triangle Calculator

Solve the full navigation triangle: heading, ground speed, drift, and WCA.

Inputs

kt
°
°
kt

Result

Heading to steer

098°

WCA +7.7° (right)

Ground speed

Headwind 19 kt

100kt

Drift angle

Drifting left

7.7°

Crosswind component

16kt

Steer 098°, ground speed 100 kt, drift 7.7° left

Formula

Ref
  • θ = wind direction − track
  • Drift = asin( (wind × sin θ) ÷ TAS )
  • Heading = track + WCA; GS = TAS × cos(drift) − wind × cos θ

Worked example

Ref

TAS 120 kt, track 090°, wind 130° at 25 kt.

  1. 1.Wind angle θ = 130° − 090° = 40° (from ahead-right).
  2. 2.Crosswind = 25 × sin(40°) ≈ 16 kt; drift = asin(16 ÷ 120) ≈ 7.7° left.
  3. 3.Correct 7.7° into wind (to the right) → steer ≈ 098°.
  4. 4.Headwind = 25 × cos(40°) ≈ 19 kt → GS ≈ 120·cos(7.7°) − 19 ≈ 100 kt.

Steer ≈ 098°, ground speed ≈ 100 kt, drift ≈ 7.7° left.

How it works

Ref

The wind triangle ties true airspeed, the wind, and the path over the ground together. Solving it gives the heading to steer (track plus wind-correction angle), the ground speed for your ETA and fuel, and the drift you'll see — the four numbers behind every navigation leg.

DGCA student tip

Exam

Maximum drift ≈ (crosswind ÷ TAS) × 60 in degrees. Always correct INTO the wind — a wind from the right needs a heading to the right of track.

Common mistakes

Watch
  • Confusing heading (steer) with track (made good).
  • Applying drift the wrong way instead of into the wind.
  • Using indicated airspeed instead of TAS in the triangle.