Aviation & Aeronautics
Basic

3-Degree Descent Rate

On a standard 3° glide path, required descent rate (fpm) is roughly ground speed (kt) times 5.

Formula

ROD≈GS×5ROD \approx GS \times 5

Variables

RODRate of descent (fpm)
GSGround speed (kt)

Example

GS 120 kt: ROD ≈ 600 fpm

How it works

A standard 3° descent path has a nearly fixed slope, so the vertical speed needed depends on how fast the aircraft is moving across the ground. The rule of thumb ROD ≈ GS × 5 comes from converting that shallow angle into feet per minute, and it works well for typical approach speeds in knots. It is only an approximation, but it is fast and close enough for most visual or instrument approach planning.

When to use it

Use this when planning a normal instrument or visual approach to estimate the descent rate needed to stay on a 3° glide path. It is especially useful when ATC gives you a speed and you need a quick mental check of your vertical speed target.

Worked example, step by step

Ground speed = 150 kt ROD ≈ GS × 5 ROD ≈ 150 × 5 ROD ≈ 750 fpm Final answer: you need about 750 feet per minute of descent to stay on a 3° path.

Common mistakes to avoid

  • Using indicated airspeed instead of ground speed, which can give the wrong descent rate in wind
  • Forgetting that the rule is approximate and may need slight adjustment for local conditions or aircraft performance
  • Mixing up descent rate with altitude lost over distance, which are related but not the same quantity

Did You Know?

The standard 3° glidepath gives a comfortable descent — pilots multiply groundspeed by 5 for the feet-per-minute rate.

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Reviewed & maintained by the FormulaWon editorial teamLast reviewed September 2026