Vertical navigation: slopes, descent rates and top of descent
Navigation · Chapter 8 · DGCA CPL and ATPL
How high you should be on a slope, how fast to come down, and where to start the descent.
Remember
- 1° of slope = 100 ft per NM; 3° = 300 ft per NM.
- ROD = ft per NM × GS ÷ 60; on 3° it is 5 × GS; other slopes × slope ÷ 3.
- Use ground speed, never TAS; slower means less ROD.
- Top of descent = height ÷ (slope × 100); quick rule 3 NM per 1 000 ft.
- Down by a point: time = distance ÷ GS, ROD = height ÷ time.
What does a glide path look like from the cockpit and from the side?
What a 3° approach looks like
- Lined up with the runway • On final approach you fly the runway's extended centreline (the faint white line) • The nose points at the runway; the ground comes up slowly
- From the side: the slope • The pink line is the glide path: a 3° slope down to the runway • Every NM closer, you must be 300 ft lower (gold posts)
- Its true shape • Drawn true, 3° is very flat: 6 NM along, only 1 800 ft up • That is why the other pictures stretch the heights
- Where it meets the runway • The path aims at the touchdown zone, about 1 000 ft past the threshold • So you cross the threshold at about 50 ft: the threshold height in the sums
- PAPI: two red, two white • Four lights beside the touchdown zone tell you if you are on the slope • On it: 2 white, 2 red. Too high: more white. Too low: more red
- Too high, too low • 0.6° high: 4 white ("all white, too high")
- Feet per minute • At 140 kt you cover 2.33 NM a minute: 2.33 × 300 = 700 ft/min • Watch the readout: the height falls steadily, the rate stays the same
- From the cruise: top of descent • Cruising at 9 000 ft: start down 30 NM out (9 000 ÷ 300)
How high should you be on the glide path?
Height on a slope
- One degree, 100 feet per mile • The 1-in-60 rule on its side: 1 ft up in 60 ft along is 1° • 1 NM ≈ 6 000 ft (really 6 080: about 1 % out) • So 1° = 6 000 ÷ 60 = 100 ft per NM
- A 3° glide path • A 3° glide path = 300 ft per NM • At 5 NM: 5 × 300 = 1 500 ft
- Add the threshold • Threshold crossing height 50 ft
- Backwards: how far out? • 2 100 ft on a 3.5° path
How fast must you go down to stay on the slope?
Rate of descent
This lesson is part of the Navigation plan. See plans
Where do you start coming down?
Top of descent
This lesson is part of the Navigation plan. See plans
What rate of descent gets you down by a point ahead?
Down to a level by a point
This lesson is part of the Navigation plan. See plans
Solve it: height, rate and top of descent
Solve it: the descent
This lesson is part of the Navigation plan. See plans
Test yourself on chapter 8
Test yourself
This lesson is part of the Navigation plan. See plans