In this lesson you will learn
- Use nautical miles, cables and knots, and know why a minute of latitude is a mile
- Measure distance on the chart with dividers and the latitude scale, including routes with several legs
- Use 60D = ST, the six-minute rule and minutes per mile to work out time, distance, speed and ETA
- Size a charter day and work back to a leave-by time that beats the afternoon wind, the crowds and the dark
Nautical miles, cables and knots
At sea, distance is measured in nautical miles. A nautical mile is the length of one minute of latitude, fixed at exactly 1,852 m: a little longer than a land mile (1,609 m), and nearly twice a kilometre. Sixty minutes make a degree, so a degree of latitude is 60 miles. That link is what makes the chart’s latitude scale a ruler.
| Unit | What it is | Written |
|---|---|---|
| Nautical mile | One minute of latitude: 1,852 m | M (or nm, NM on the plotter) |
| Cable | A tenth of a mile, about 185 m: handy in harbours and pilot books | cable |
| Knot | A speed of one nautical mile an hour | kn (or kt) |
A knot is a speed: one nautical mile an hour. A yacht making six knots covers six miles in an hour, three in half an hour. Because the hour is built in, there is no such thing as “knots per hour”.
Measuring distance with dividers
To measure a distance on a paper chart you need a pair of dividers and the latitude scale down the side of the chart:
- Open the dividers so that one point sits on each end of the line you want to measure.
- Without changing the spread, carry them to the latitude scale at the side of the chart, level with where you measured.
- Read the minutes and tenths between the two points. Each minute is a mile.
Worked example
How far is it from the Kerran Approach buoy to Mew Rock?
- 1Put one point of the dividers on the buoy and the other on Mew Rock.
- 2Carry them, still open, to the latitude scale on the left-hand side of the chart.
- 3Put one point on a whole minute and count up to the other: 2.9 minutes of latitude.
2.9 nautical miles.
InteractiveDividers on the practice chart
Drag the two points onto the marks (zoom in with + to be exact), then carry the dividers to the latitude scale. Try the longitude scale too, to see why it is wrong.
- 1. Drag A onto the Kerran Approach buoy and B onto Mew Rock (both are pulsing). Zoom in with + to place the points exactly on the symbols.
- 2. Carry the dividers, without changing their spread, to the latitude scale at the same latitude, and read the minutes and tenths.
- 3. For comparison, see what the longitude scale would (wrongly) tell you.
Move the dividers to start. The bar under the chart shows their spread, like reading it off the scale.
On a chart that covers a big area, the latitude scale itself stretches a little towards the poles, so always measure against the part of the scale level with your line. On the large-scale charts you use for a charter week the difference is tiny, but the habit costs nothing.
Longer passages and routes
For a line longer than the dividers will comfortably open, set them to a round figure on the latitude scale (one, two or five miles) and walk them along the line, swinging them over at each step and counting. When less than a full step is left, close them onto the gap, measure it on the scale and add it on.
Most days have more than one leg: out of the bay, round a headland, across to the next island. Measure each leg on its own, write its distance beside it on the chart, and add them up.
InteractiveWalking the dividers
Step the dividers along a three-leg route from the harbour approach to Kerran Roads, measure the gaps and add up the legs.
Leg 1 of 3: Kerran Approach buoy → East Teeth buoy
Put one point on Kerran Approach buoy and the other along the line, then step the dividers along it, counting as you go.
60D = ST: distance, speed and time
Distance, speed and time are linked by one rule. Time at sea is counted in minutes, so the rule is written with a 60 in it:
60D = ST
D = distance in miles · S = speed in knots · T = time in minutes
Cover the one you want and the other two tell you how to find it:
| You want | Work it out as | Example |
|---|---|---|
| Time | T = 60 × D ÷ S | 15 M at 5 kn: 60 × 15 ÷ 5 = 180 min = 3 h |
| Distance | D = S × T ÷ 60 | 6 kn for 40 min: 6 × 40 ÷ 60 = 4 M |
| Speed | S = 60 × D ÷ T | 3.1 M in 30 min: 60 × 3.1 ÷ 30 = 6.2 kn |
InteractiveThe 60D = ST calculator
Choose what you want to find, then set the other two. The working is shown step by step.
Cover the one you want; the rest is the sum.
T = 60 × D ÷ S = 60 × 7.5 ÷ 5 = 450 ÷ 5 = 90 min
T = 90 min = 1 h 30 min
Two shortcuts are worth learning by heart:
- Minutes per mile. Sixty divided by your speed is how long a mile takes: 15 minutes at 4 knots, 12 at 5, 10 at 6.
- The six-minute rule. Six minutes is a tenth of an hour, so in six minutes you cover a tenth of your speed: 0.6 M at 6 knots, 0.5 M at 5.
| Speed | One mile takes | In an hour | Fifteen miles take |
|---|---|---|---|
| 4 kn | 15 min | 4 M | 3 h 45 min |
| 5 kn | 12 min | 5 M | 3 h |
| 6 kn | 10 min | 6 M | 2 h 30 min |
| 7 kn | 8.6 min | 7 M | 2 h 9 min |
InteractiveSix-minute rule quick-fire
How far in the time shown? Start with a tenth of the speed.
At 3.5 kn, how far in 60 min?
Score 0/0 · Streak 0
Sizing a charter day
A good charter day is 15 to 20 miles. At five to six knots that is three to four hours of sailing, which leaves room for a swim stop, a long lunch and an unhurried arrival. Most of the legs in our cruising guides sit in that range on purpose:
| Leg | Area | Distance | At 5 kn |
|---|---|---|---|
| Palmižana to Milna, Brač | Central Dalmatia, Croatia | about 10 M | 2 h |
| La Maddalena to Bonifacio | La Maddalena and the Costa Smeralda, Italy | about 13 M | 2 h 36 min |
| Aegina town to Palaia Epidavros | Saronic Gulf, Greece | about 15 M | 3 h |
| Portorosa to Vulcano | Aeolian Islands, Italy | about 17 M | 3 h 24 min |
| Ajaccio to Cargèse | West Corsica, France | about 20 M | 4 h |
| Colònia de Sant Jordi to Palma | Southern Mallorca and Cabrera, Spain | about 25 M | 5 h |
Three things make a day longer than the sum suggests:
- Average speed. A charter yacht may touch seven knots, but light patches, tacking, sail changes and the last mile into harbour pull the average down. Plan on five knots, and treat anything better as a bonus.
- Upwind legs. A yacht can’t sail straight into the wind; she zigzags at roughly 45° either side of it, so the distance through the water can be half as far again as the line on the chart. Allow more time, or plan to motor.
- Stops. A swim, lunch at anchor, a wait for fuel: write them into the plan, because they always take longer than you think.
Fifteen to twenty miles, planned at five knots, with the stops written in. Save the 25 to 30 mile days for a settled forecast.
Arrive in good time
Plan the day backwards, from when you want to arrive, because three things on a charter happen at the end of the day:
- The afternoon breeze. In much of the Mediterranean the wind builds through the afternoon: the maestral in Croatia from late morning, the maistro in the Ionian from around midday. It is lovely to sail in, and much harder to berth in. Mooring stern-to in a crosswind is the trickiest job of the day.
- Full harbours. In summer, popular town quays and buoy fields fill by mid-afternoon. Aim to be in by about three.
- Darkness. Charter contracts usually forbid sailing after dark, and harbours, rocks and unlit pot buoys are far harder to see at dusk. Keep at least a couple of hours of daylight in hand. Sunset in the Mediterranean is between about half past eight and half past nine in midsummer, depending on where you are, and much earlier in spring and autumn; in the Seychelles it is dark by about half past six all year.
Worked example
Eighteen miles, in by 1500, with an hour for lunch
- 1Sailing time at 5 knots: 60 × 18 ÷ 5 = 216 minutes = 3 h 36 min.
- 2Add the hour for lunch: 4 h 36 min in all.
- 3Work back from the arrival: 1500 − 4 h 36 min = 1024.
Leave by 1024: in practice, aim to slip the lines at ten.
InteractivePlan a day
Pick a leg from our cruising guides (or enter your own), a planning speed, your stops and when you want to arrive. The planner works back to a leave-by time and checks the daylight.
20 miles, from our cruising guide. Measure it yourself on the chart or the plotter before you go.
Planning speed
Stops on the way (swim, lunch)
Sailing time
4 h
60 × 20 ÷ 5 = 240 min
Leave by
1000
1500 − 5 h
Daylight in hand on arrival
5 h
sunset 2000
- A classic charter day: enough sailing to feel you have been somewhere, with time to stop.
- Leave by 1000 and you have 5 h of daylight in hand when you arrive.
Key terms
- Nautical mile (M)
- One minute of latitude: 1,852 m.
- Cable
- A tenth of a nautical mile, about 185 m.
- Knot (kn)
- A speed of one nautical mile an hour.
- Latitude scale
- The scale down the sides of the chart: the one to measure distance on.
- Dividers
- A two-legged measuring tool, opened between two points and read against the latitude scale.
- 60D = ST
- Distance in miles, speed in knots, time in minutes: know any two and work out the third.
- Six-minute rule
- In six minutes you cover a tenth of your speed in miles.
- ETA
- Estimated time of arrival: departure time plus passage time.
- Speed over the ground
- Speed past the seabed, shown by GPS; it differs from log speed when the water is moving.
Exercises
Check your understanding. You get a second try at each question, then the worked answer. Score 70% or more to complete the lesson; your progress is saved in this browser.
0 of 12 answered · 0 correct
Distance, speed and time drill
Five fresh questions each round: a measurement on the chart, then a mix of distance, time, speed, ETA and leave-by sums. Use a calculator if you like, but check the answer in your head.