In this lesson you will learn
- Read the heights and times of high and low water from a standard-port tide table, including days with three tides
- Convert tide-table times from UT to BST, carrying the date across midnight
- Explain chart datum (approximately LAT) and the tidal levels HAT, MHWS, MHWN, MSL, MLWN and MLWS
- Work out the depth over a sounding or a drying height, and the clearance under the keel, from a height of tide
- Find the least height of tide needed to cross a shallow patch with a chosen safety margin
From the chart to the tide
In Lesson 8 you learned that every sounding and drying height on the chart is measured from chart datum, and that the depth you actually have depends on the height of tide: how far the sea surface is above chart datum at that moment. In Lesson 23 you saw why the tide rises and falls, twice a day, with bigger springs and smaller neaps. This lesson joins the two together. You will read a real-style tide table, convert its times to the clock on your wrist, meet the tidal levels that chart datum sits beneath, and use them to answer the question every skipper asks near shallow water: will we clear it?
Reading a tide table
A tide table lists, for each day, the times and heights of high water (HW) and low water (LW) at a main port. Almanacs print tables like this for a set of main ports, called standard ports; Lesson 25 shows how to use them for times in between. Our standard port is Port Kerran, on the fictional Isle of Kerran, and its table covers 1 to 14 June 2027. Here are the first two days:
| Day | Time | m | HW/LW |
|---|---|---|---|
| Tue 1 Jun | 0122 | 5.2 | HW |
| 0732 | 0.4 | LW | |
| 1341 | 5.1 | HW | |
| 1950 | 0.5 | LW | |
| Wed 2 Jun | 0200 | 5.1 | HW |
| 0809 | 0.6 | LW | |
| 1418 | 5.0 | HW | |
| 2027 | 0.7 | LW |
Each line is one tide: a time (24-hour clock), and a height in metres above chart datum. Many almanacs don’t label which tide is which (our table adds an HW/LW column to help) — you tell them apart by the heights. The big heights are high waters and the small heights are low waters, and they alternate. On Tue 1 Jun high water is at 0122, 5.2 m, then low water at 0732, 0.4 m, and so on: two of each, a little over six hours apart.
Successive high waters are roughly 12 hours 25 minutes apart, so the tides come later each day — on average by about 50 minutes, though the step varies through the fortnight. Every so often the fourth tide of the day is pushed past midnight into the next day, leaving a day with only three tides. In the Port Kerran table that happens on Mon 7 Jun:
| Day | Time | m | HW/LW |
|---|---|---|---|
| Sun 6 Jun | 0444 | 4.1 | HW |
| 1057 | 1.6 | LW | |
| 1712 | 4.0 | HW | |
| 2327 | 1.7 | LW | |
| Mon 7 Jun | 0543 | 3.9 | HW |
| 1200 | 1.8 | LW | |
| 1819 | 3.8 | HW | |
| Tue 8 Jun | 0037 | 1.8 | LW |
| 0657 | 3.8 | HW | |
| 1316 | 1.8 | LW | |
| 1936 | 3.8 | HW |
Worked example
From the table, find the first high water and the first low water on Thu 3 Jun, and the range between them.
- 1Find the day, then look for the big and small heights. The first high water is at 0237, 4.9 m.
- 2The low water after it is at 0846, 0.8 m.
- 3Range (Lesson 23) = HW height − LW height = 4.9 − 0.8 = 4.1 m. Of the mean spring range (4.8 m), halfway (3.6 m) and the mean neap range (2.4 m), it is nearest 3.6 m: in between springs and neaps.
HW 0237 (4.9 m), LW 0846 (0.8 m), range 4.1 m — times still in UT.
Time zones: UT and BST
Look at the heading of the table: the Port Kerran times are in UT (Universal Time — for our purposes the same as Greenwich Mean Time). In summer, from the last Sunday in March to the last Sunday in October, UK clocks run on British Summer Time (BST), which is one hour ahead of UT. June is in summer, so before you use a time from this table, add one hour.
BST = UT + 1 hour
Apply it to every time you take from a UT table in summer.
Worked example
Convert high water at 0543 UT on Mon 7 Jun, and low water at 2327 UT on Sun 6 Jun, to BST.
- 10543 UT + 1 hour = 0643 BST, still on Mon 7 Jun.
- 22327 UT + 1 hour takes you past midnight: 0027 BST.
- 3Because the clock has passed midnight, the date moves on too: that low water is on Mon 7 Jun in BST.
0643 BST on Mon 7 Jun; 0027 BST on Mon 7 Jun.
InteractiveTide table reader
Step through the fortnight and switch on the BST column to see each tide in clock time. Then try the drill: convert a random tide from the table to BST.
| Time UT | Height | Tide |
|---|---|---|
| 0122 | 5.2 m | High water |
| 0732 | 0.4 m | Low water |
| 1341 | 5.1 m | High water |
| 1950 | 0.5 m | Low water |
2 high waters and 2 low waters today.
Drill: convert to BST
The table gives high water at 0122 UT on Tue 1 Jun (5.2 m). What time is that in BST?
Chart datum and the tidal levels
Chart datum (CD) is the level that charted depths and drying heights are measured from, and the level the heights in the tide table are measured from too — which is what lets you add one to the other. On UK (Admiralty) charts it is set at approximately the lowest astronomical tide (LAT): the lowest level the tide can be predicted to reach under average weather conditions. So the sea is nearly always above chart datum, and a charted depth is close to the least water you should expect.
For a standard port, the almanac also gives the average heights of high and low water at springs and neaps. Together with chart datum and the highest astronomical tide they form a ladder of levels:
| Level | Meaning | Port Kerran |
|---|---|---|
| HAT | Highest astronomical tide: the highest level predicted under average weather. | — |
| MHWS | Mean high water springs: the average height of high water at spring tides. | 5.2 m |
| MHWN | Mean high water neaps: the average height of high water at neap tides. | 4.0 m |
| MSL | Mean sea level: the average level of the sea. | 2.8 m |
| MLWN | Mean low water neaps: the average height of low water at neap tides. | 1.6 m |
| MLWS | Mean low water springs: the average height of low water at spring tides. | 0.4 m |
| CD ≈ LAT | Chart datum: the zero for depths, drying heights and heights of tide. About the lowest the tide is predicted to fall. | 0 by definition |
The levels also give you the mean ranges from Lesson 23: MHWS − MLWS = 4.8 m at springs, and MHWN − MLWN = 2.4 m at neaps. Compare a day’s range with these to judge where it sits between springs and neaps.
Height of tide is the height of the sea surface above chart datum.
Two things are measured from a different level. Heights of land and the elevations of lights are above MHWS (5.2 m above chart datum at Port Kerran), as you saw in Lesson 8. And vertical clearances under bridges and overhead cables are measured from a level stated in the chart’s notes — recent Admiralty charts use HAT — so read the notes on any chart that shows them. The practice chart has no bridges or cables.
Depth, drying heights and clearance under the keel
With a height of tide from the table, the arithmetic from Lesson 8 gives the depth, and one more step gives the water under your boat. The draught is how far the keel reaches below the waterline: 1.8 m for the course yacht. What is left between the bottom of the keel and the seabed is the clearance under the keel.
Depth = charted depth + height of tide
Over ordinary seabed (a sounding).
Depth = height of tide − drying height
Over a drying height (an underlined figure). Negative means it is uncovered.
Clearance = depth − draught
What is left under the boat.
Worked example
Inshore of Mew Rock the chart shows a sounding of 1.8 m. What clearance does the course yacht have there at the first low water on Tue 1 Jun?
- 1From the table: low water 0732 UT = 0832 BST, height 0.4 m.
- 2Depth = 1.8 + 0.4 = 2.2 m.
- 3Clearance = 2.2 − 1.8 = 0.4 m.
Only 0.4 m under the keel at 0832 BST — too little for comfort.
Worked example
Mew Rock dries 1.2 m. Is it covered at that same low water? And at the first high water on Mon 7 Jun?
- 1At low water: 0.4 − 1.2 = −0.8 m. Negative, so the rock is showing, its top 0.8 m above the sea.
- 2High water on Mon 7 Jun is 0543 UT = 0643 BST, 3.9 m.
- 3At high water: 3.9 − 1.2 = 2.7 m of water over the rock.
Showing by 0.8 m at low water; covered by 2.7 m at high water — invisible, but still there.
InteractiveRaise and lower the tide
A side view, not to scale, with Port Kerran’s levels marked. Choose what the yacht is over, then drag the slider or pick a level. Watch the depth, the clearance under the 1.8 m keel, and Mew Rock covering and uncovering.
Depth over 1.8 m sounding
1.8 + 0.4 = 2.2 m
Clearance under the keel
2.2 − 1.8 draught = 0.4 m
Mew Rock (dries 1.2 m)
0.4 − 1.2 = −0.8 m
Showing: its top is 0.8 m above the water.
Notice that the wreck, with 4.2 m over it at chart datum, leaves room under the keel at every state of tide; the shallow sounding inshore of Mew Rock and Brennan Bank do not leave much at low water springs. Mew Rock shows at low water springs, but it is covered at every high water and, around neaps, all day long: for much of the time it is hidden, and its isolated danger mark is what warns you it is there.
Will we clear it?
Before you cross shallow water, decide on a safety margin — the least clearance under the keel you will accept. It is the skipper’s choice, commonly somewhere between 0.5 m and 1.0 m: more in swell or waves (the boat drops into the troughs), over rock rather than sand or mud, at night, or when you are less sure of the tide. Then work it backwards to find the least height of tide you need:
Tide needed = draught + margin − charted depth
Over a drying height, add the drying height instead of subtracting a charted depth.
Worked example
Brennan Bank has a least depth of 2.1 m. With a 0.5 m margin, what height of tide does the course yacht need to cross it?
- 1Depth needed = draught + margin = 1.8 + 0.5 = 2.3 m.
- 2The chart gives 2.1 m, so the tide must supply 2.3 − 2.1 = 0.2 m.
- 3The lowest low water in this fortnight is 0.4 m (Tue 1 Jun), which is more than 0.2 m.
0.2 m. In normal weather every tide in this table gives that — but with only 0.2 m to spare at springs, high pressure or an offshore wind could take it away.
Low water is the least height of tide between one high water and the next, so if you have enough at the low water height you have enough all through that tide — weather permitting. When you can’t make it work at low water, the next lessons show how to find the time when the tide has risen far enough.
InteractiveWill we clear it?
Pick a shallow spot on the practice chart, a high or low water from the Port Kerran table, and your safety margin. The checker works through the sum.
1 · The danger
2 · The tide (from the table)
3 · Your safety margin
- Depth = 2.1 charted + 0.4 tide = 2.5 m
- Under the keel = 2.5 − 1.8 draught = 0.7 m
- Compared with margin 1.0 m: 0.3 m short
No — you would need a height of tide of at least 0.7 m.
This is low water: the least height of tide between the high waters either side. If you clear it now, you clear it all through that tide — weather permitting.
Key terms
- Tide table
- Daily times and heights of high and low water at a standard port.
- UT
- Universal Time, used by many tide tables. Add 1 hour for BST in summer.
- BST
- British Summer Time: UT + 1 hour, from late March to late October.
- Chart datum (CD)
- The level depths, drying heights and heights of tide are measured from; approximately LAT on UK charts.
- LAT
- Lowest astronomical tide: the lowest level predicted under average weather.
- HAT
- Highest astronomical tide: the highest level predicted under average weather.
- MHWS / MHWN
- Mean high water springs / neaps: average heights of high water at springs and neaps.
- MLWN / MLWS
- Mean low water neaps / springs: average heights of low water at neaps and springs.
- Height of tide
- The height of the sea surface above chart datum.
- Draught
- How far the keel reaches below the waterline (1.8 m for the course yacht).
- Clearance under the keel
- Depth minus draught: the water left between keel and seabed.
- Safety margin
- The least clearance under the keel the skipper will accept.
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.
| Day | Time | m | HW/LW |
|---|---|---|---|
| Thu 3 Jun | 0237 | 4.9 | HW |
| 0846 | 0.8 | LW | |
| 1455 | 4.7 | HW | |
| 2105 | 0.9 | LW |
| Day | Time | m | HW/LW |
|---|---|---|---|
| Sun 6 Jun | 0444 | 4.1 | HW |
| 1057 | 1.6 | LW | |
| 1712 | 4.0 | HW | |
| 2327 | 1.7 | LW | |
| Mon 7 Jun | 0543 | 3.9 | HW |
| 1200 | 1.8 | LW | |
| 1819 | 3.8 | HW | |
| Tue 8 Jun | 0037 | 1.8 | LW |
| 0657 | 3.8 | HW | |
| 1316 | 1.8 | LW | |
| 1936 | 3.8 | HW |
| Day | Time | m | HW/LW |
|---|---|---|---|
| Tue 1 Jun | 0122 | 5.2 | HW |
| 0732 | 0.4 | LW | |
| 1341 | 5.1 | HW | |
| 1950 | 0.5 | LW | |
| Wed 2 Jun | 0200 | 5.1 | HW |
| 0809 | 0.6 | LW | |
| 1418 | 5.0 | HW | |
| 2027 | 0.7 | LW | |
| Thu 3 Jun | 0237 | 4.9 | HW |
| 0846 | 0.8 | LW | |
| 1455 | 4.7 | HW | |
| 2105 | 0.9 | LW | |
| Mon 14 Jun | 0601 | 0.5 | LW |
| 1211 | 5.1 | HW | |
| 1821 | 0.4 | LW |
0 of 10 answered · 0 correct
Tide tables and depths drill
Five fresh questions using the Port Kerran table and the practice chart: reading the table, converting to BST, and working out depths and clearances.