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Lesson 4 · Flight Performance & Planning

Cruise Performance & Range

Power settings, true airspeed, specific range and the speed-vs-fuel trade-off — EASA PPL theory

⏱ ~20 min ✈ SEP · VFR 📋 EASA Part-FCL

1 — Setting Cruise Power

Once you level off, the climb is over and the aeroplane settles into the cruise — the longest phase of most flights, and the one your fuel planning lives or dies on. You choose a power setting and the aircraft trades that power for speed.

On a typical fixed-pitch SEP you set power with the throttle, reading RPM on the tachometer. With a constant-speed propeller you set manifold pressure (the throttle) and RPM (the prop lever) together. Either way the POH cruise tables express the result as a percentage of maximum power — most light singles are cruised between 55% and 75%.

Lean the mixture
As you climb, the air thins and the fuel/air mix runs progressively rich. Leaning (pulling the mixture back) restores the correct ratio — recovering power, smoothing the engine and cutting fuel flow. Below roughly 75% power you can lean as the POH directs; at high power near the ground, stay full rich to keep the engine cool.

Higher power ≠ proportionally more speed
Drag rises with the square of speed, and the power to overcome it with the cube. Going from 65% to 75% power buys only a few knots — but burns noticeably more fuel. Speed is expensive.

2 — Why True Airspeed Grows With Height

Your airspeed indicator reads indicated airspeed (IAS) — really a measure of dynamic pressure. Up high the air is thinner, so the same IAS slips through fewer air molecules: the aircraft is actually moving faster through the air than the dial shows. That real speed is true airspeed (TAS).

Same indicated speed — more true airspeed with height
Altitude Airspeed → Sea level 4 000 8 000 12 000 IAS (constant) TAS (true) Same IAS — faster TAS ≈ +2% TAS per 1 000 ft

A useful rule of thumb: TAS is about 2% higher than IAS for every 1 000 ft of altitude. At 10 000 ft, 100 kt IAS is roughly 120 kt TAS — free speed for the same indicated number. This is a big reason cross-countries are often flown higher.

The chain of speeds
IAS → correct for instrument/position error → CAS → correct for air density (altitude & temperature) → TAS → apply the wind → groundspeed. Only groundspeed tells you how fast you cover the chart.

3 — Specific Range: Distance Per Litre

For planning, the number that matters is specific range — how far you travel per unit of fuel (NM per litre). Plot it against TAS and you get a dome: too slow and the wing is inefficient (high induced drag); too fast and parasite drag eats the fuel.

Specific range — how far each litre of fuel takes you
Specific range (NM / L) → True airspeed → Max range most NM per litre Max endurance slowest · least fuel/hr High-speed cruise fast · costs range

The peak is the best-range speed. Flying faster trades a lot of fuel for a little speed.

Two speeds sit on this curve. Maximum endurance speed is the slowest — it burns the least fuel per hour, so it keeps you airborne the longest (think holding, or stretching time aloft). Maximum range speed is a little faster — it gives the most distance per litre, the peak of the dome. They answer different questions: most time vs most distance.

Endurance vs. range
Endurance = hours in the air, set by fuel flow — fly slow. Range = distance covered, set by specific range — fly a bit faster, at the peak of the curve. They are not the same speed.

4 — The Speed-vs-Fuel Trade-off

Pull the sliders: raise the power setting and watch TAS climb a little while fuel flow climbs a lot — endurance and specific range both fall. Climb to altitude and TAS rises for the same fuel flow.

Cruise trade-off explorer
55% (low)75% (high)
Sea level12 000 ft
True airspeed
kt
Fuel flow
L / hr
Endurance
h
Range (still air)
NM
Specific range
NM / L

Assumes 120 L usable fuel (no reserve). Illustrative SEP — your POH is the only source that counts.

Read the trade, not just the speed
Notice how 75% power gets you there only slightly sooner than 65%, yet the tank empties far faster. When the leg is long and the fuel is tight, a lower power setting can be the difference between making it and a diversion.

5 — Wind, and a Worked Example

Specific range is measured in still air. The wind decides your range over the ground. A headwind shortens your ground range; a tailwind stretches it. The counter-intuitive fix: into a strong headwind you should fly a little faster than best-range speed (you spend less time being held back); with a tailwind, slow down and let the wind do the work.

Worked example. Cruising at 8 000 ft, 110 kt IAS, 30 kt headwind, 90 L usable fuel, fuel flow 30 L/hr:

  1. TAS = 110 × (1 + 0.02 × 8) = 110 × 1.16 = 128 kt.
  2. Groundspeed = 128 − 30 headwind = 98 kt.
  3. Endurance = 90 ÷ 30 = 3.0 hours.
  4. Range over the ground = 98 × 3.0 = 294 NM (still-air range would be 128 × 3.0 = 384 NM — the headwind cost 90 NM).

Always plan on groundspeed
Endurance comes from fuel flow; distance comes from groundspeed, not TAS. A healthy headwind can quietly erase a fifth of your range — which is exactly why the fuel reserve is non-negotiable.

Knowledge Check

Question 1
Climbing at a constant indicated airspeed, what happens to true airspeed?
Question 2
Approximately, 100 kt IAS at 10 000 ft is what true airspeed?
Question 3
You want to stay airborne as long as possible (maximum endurance). You should fly at the speed for:
Question 4
Increasing cruise power from 65% to 75% typically:
Question 5
TAS 120 kt, 20 kt headwind, 4 hours of fuel. Range over the ground is:

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