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Lesson 9 · Flight Performance & Planning

VFR Navigation Log

The wind triangle, heading, time and fuel for every leg — putting the cross-country together, EASA PPL theory

⏱ ~20 min ✈ SEP · VFR 📋 EASA Part-FCL

1 — Track, Heading and the Wind Triangle

A navigation log turns a line drawn on a chart into the numbers you actually fly: a heading to hold, a time for each leg, and the fuel it burns. Everything starts with one idea — where you point is not where you go.

  • Track is the path over the ground — the line you drew on the chart, from one waypoint to the next.
  • Heading is where the nose points. In any wind that isn’t straight down the track, the two differ.

The wind blows the aeroplane sideways (drift), so to make good your track you must point the nose into the wind by the wind correction angle (WCA). This is the wind triangle — three vectors that always close:

The wind triangle — air vector + wind = ground vector
Heading + TAS (through the air) Wind Track + GS (over the ground) Wind correction angle Wind from the north

Heading and true airspeed make the air vector; add the wind and you get the track and groundspeed you actually make over the ground.

Air vector + wind vector = ground vector. Heading and true airspeed (TAS, from Lesson 4) give the air vector; the wind shifts it to the ground vector — the track you make good and the groundspeed you make over the ground.

2 — Heading: Wind Correction Angle and Groundspeed

Solving the triangle gives you two numbers for the leg:

  • Wind correction angle — turn the nose into the wind. A wind from the left needs a correction to the left; a wind from the right, to the right. The stronger the crosswind component and the slower your TAS, the bigger the angle.
  • Groundspeed — TAS adjusted for the along-track wind. A headwind component slows your groundspeed (longer legs); a tailwind speeds it up.

The two extremes
A pure headwind or tailwind needs no wind correction angle — it only changes groundspeed. A pure crosswind needs the largest correction angle, while barely changing groundspeed. Most legs sit somewhere between the two.

True heading is simply true track ± WCA — add when correcting right, subtract when correcting left.

3 — From True to Compass: Variation and Deviation

The chart is drawn against true north, but your compass points to magnetic north, and the compass itself has small errors. So a true heading becomes a flyable compass heading in two steps — the classic T → V → M → D → C chain:

From true to compass — apply variation, then deviation
True track
090°
from the chart
± wind correction angle crab into the wind
True heading
079°
± variation East −, West +
Magnetic heading
077°
± deviation from the compass card
Compass heading
078°
from the compass card
Variation East → subtract Variation West → add

Variation comes from the chart’s isogonals and changes with location; deviation is your aircraft’s own compass error, read from its compass card. In central Europe variation is only a few degrees.

  • Variation is the angle between true and magnetic north, read from the isogonal lines on the chart. Apply it with “East is least, West is best” — variation East, subtract; variation West, add.
  • Deviation is your individual aircraft’s compass error, caused by its own metal and electrics. Read it from the compass correction card on the panel, and apply it the same way.

East is least, West is best
Going from true to magnetic: variation East → subtract (magnetic is less than true), variation West → add. Central-European variation is only a few degrees, but the exam expects you to apply it the right way.

4 — Time, Fuel and Staying on Track

Once you have groundspeed, the rest of the leg falls out:

  • Leg time = distance ÷ groundspeed × 60 → minutes. (A 30 NM leg at 90 kt groundspeed = 20 minutes.)
  • Leg fuel = leg time × fuel flow (Lesson 7). Sum the legs for trip fuel, then add the reserves.

And once airborne, you check your progress against the line with the 1-in-60 rule:

The 1-in-60 rule
1 NM off track over 60 NM ≈ 1° of error. So your track error in degrees ≈ (distance off track ÷ distance gone) × 60. Drift 2 NM left after 30 NM? That’s (2 ÷ 30) × 60 = — turn 4° right to parallel the track, and a bit more to actually regain it.

5 — Put It Together: the Nav-Log Calculator

This is the whole leg in one place. Set the true track you drew, your TAS, the wind (given as the direction it blows from), the variation, the leg distance and fuel flow — and read off the heading to fly, the time and the fuel:

Nav-log calculator — heading, time & fuel for a leg
Wind corr. angle
True heading
Magnetic heading
Groundspeed
Leg time
Leg fuel

Wind is the direction it blows from. Heading solves the wind triangle; magnetic heading applies variation (East −, West +). Time = distance ÷ groundspeed; fuel = time × fuel flow. Illustrative figures — plan with your POH and current charts.

Worked leg
True track 090°, TAS 100 kt, wind from 360°/20 kt, variation 2°E, leg 30 NM, fuel flow 32 L/hr: 1. Wind from the north (the left) → correct ~11° left → true heading ≈ 079°. 2. Variation 2°E → subtract → magnetic heading ≈ 077°. 3. Crosswind, so groundspeed ≈ TAS ≈ 98 kt → 30 NM ≈ 18 min → ≈ 9.8 L.

Knowledge Check

Question 1
On the wind triangle, the air vector represents:
Question 2
Which wind needs the largest wind correction angle but barely changes groundspeed?
Question 3
Your true heading is 100° and the chart shows 3°E variation. The magnetic heading is:
Question 4
A 45 NM leg flown at a groundspeed of 90 kt takes:
Question 5
After 30 NM you find you are 3 NM left of track. By the 1-in-60 rule your track error is about:

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