TidesInvestigateabout 45 min
Investigate: predicting, classifying and staying safe
Test the ideas from Understand against a real tide table, real coasts and real disasters
Predict and check a day of tide heights, learn to tell semidiurnal, diurnal and mixed tides apart, meet the Hooghly bore and storm surges, see how tidal power and INCOIS's predictions work, and test the funnelling and resonance ideas with real numbers.
In this part you’ll
- Predict, then check, the height of the tide at a given hour using a tide table or graph.
- Classify a coast as semidiurnal, diurnal or mixed from a description of its daily tide.
- Explain how a tidal bore forms and why a storm surge is most dangerous at high tide.
- Describe how a tidal barrage generates electricity and why few have been built.
- Explain, with a worked calculation, how INCOIS predicts tides years in advance and test the funnelling and resonance explanations for tidal range against real numbers.
Discover gave you the words. Understand gave you the mechanism. This layer hands you the tools of a real tide-watcher: a tide table to test yourself against, a way to tell one kind of tide from another, and a look at what happens when the ordinary tide turns dangerous.
The rule for this whole layer is simple: predict before you look. Every time you meet a table, a graph or a lab, decide what you think will happen first. Being wrong and finding out why is how tide-watchers — and scientists of every kind — actually learn.
Chapter 01
Predict, then check: a day of tide heights
Here is the port from the rule-of-twelfths lesson in Understand: low water 0.6 m, high water 5.0 m, a range of 4.4 m, with high and low water about 12 h 25 min apart. Below is the water height at the start of every hour, beginning at a low tide at midnight.
Before you read the table, predict: at roughly what hour will the water be highest? At roughly what hour will it be back at its lowest? Will the water rise at a steady rate all morning, or unevenly?
Predict first
| Hour | Height (m) | Hour | Height (m) | Hour | Height (m) |
|---|---|---|---|---|---|
| 00 | 0.60 | 08 | 4.16 | 16 | 3.32 |
| 01 | 0.88 | 09 | 3.15 | 17 | 4.29 |
| 02 | 1.63 | 10 | 2.05 | 18 | 4.89 |
| 03 | 2.68 | 11 | 1.14 | 19 | 4.96 |
| 04 | 3.76 | 12 | 0.65 | 20 | 4.49 |
| 05 | 4.60 | 13 | 0.69 | 21 | 3.60 |
| 06 | 4.99 | 14 | 1.27 | 22 | 2.51 |
| 07 | 4.83 | 15 | 2.22 | 23 | 1.49 |
Lab
Explore the same day of heights as a dot plot, and check the range and mean you can read from it.
Water height (m)
Challenge 1Read off the highest and lowest points and find the tidal range.
Target: range = 4.4. Right now the range is 4.39. Add or remove dots below — it checks as you go.
Tap the number line to add a value; tap a dot to remove it. Dashed long line = mean (●), dotted line = median (▲).
The values (25)
- 0.6
- 0.88
- 1.63
- 2.68
- 3.76
- 4.6
- 4.99
- 4.83
- 4.16
- 3.15
- 2.05
- 1.14
- 0.65
- 0.69
- 1.27
- 2.22
- 3.32
- 4.29
- 4.89
- 4.96
- 4.49
- 3.6
- 2.51
- 1.49
- 0.8
sum ÷ count = 69.65 ÷ 25 ≈ 2.79
0.60.650.690.80.881.141.271.491.632.052.222.512.683.153.323.63.764.164.294.494.64.834.894.964.99
25 values (odd), so the middle one — number 13 in order — is the median.
Every value appears only once. The usual convention: when nothing repeats, we say there is no mode.
max − min = 4.99 − 0.6 = 4.39
Text version of this activity
This lab shows the 24 hourly heights from the table above as a dot plot, rising from 0.6 m at hour 0 to 5.0 m around hour 6, back down to about 0.6 m around hour 12, up again to about 5.0 m around hour 19, and back towards 0.6 m by hour 24 — one and a half full tidal cycles.
Two challenges ask you to read off the tidal range (the highest dot minus the lowest) and the mean height (the average of all 24 dots), and compare your reading with the numbers from the table.
Worked example
0 / 3 steps shownChecking a prediction against the formula
Using the pattern in the table, roughly how high is the water at 10:30, halfway between the 10:00 and 11:00 readings?
Try it
Chapter 02
One a day, two a day, or two unequal ones
The two-bulge picture predicts two equal high tides and two equal low tides every lunar day, everywhere. Go and measure real coasts and you find three different patterns, because continents, currents and the shapes of ocean basins bend the simple picture.
- A semidiurnal tide has two high waters and two low waters each lunar day, of similar height. This is the pattern at most of India's ports, including Mumbai and Kochi, and along most of the world's Atlantic coasts.
- A diurnal tide has only one high water and one low water each lunar day. The Gulf of Mexico (at ports such as Pensacola) and the Gulf of Tonkin, off Vietnam, are classic examples.
- A mixed tide has two highs and two lows, like a semidiurnal tide, but the two highs (or the two lows) are noticeably unequal in height. Much of the west coast of the United States, including San Francisco, works this way, and parts of India's east coast show a milder version of the same unevenness.
Lab
Sort six real coasts into semidiurnal, diurnal or mixed by the pattern of their daily tide.
Semidiurnal, diurnal, or mixed? Sort each coast by the pattern it shows.
6 cards, 3 bins. Tap a card, then tap its bin. You can also drag, or press a bin’s number key.
Text version of this activity
A sorting game with three bins and six coast cards.
Semidiurnal: Mumbai and Kochi (two similar highs and lows), and the Bay of Fundy (also two similar highs and lows, just on a huge scale — range and type are separate ideas).
Diurnal: Pensacola on the Gulf of Mexico, and the Gulf of Tonkin off Vietnam, both with just one high and one low most days.
Mixed: San Francisco Bay, with two highs and two lows a day but one high clearly bigger than the other.
| Type | Highs and lows per lunar day | Are the two highs equal? | Example |
|---|---|---|---|
| Semidiurnal | 2 highs, 2 lows | Yes, similar heights | Mumbai; Kochi; the Bay of Fundy |
| Diurnal | 1 high, 1 low | There is only one to compare | Gulf of Mexico; Gulf of Tonkin |
| Mixed | 2 highs, 2 lows | No — one is clearly bigger | San Francisco Bay |
Chapter 03
The Hooghly bore: when a tide becomes a wave
Almost everywhere, the tide arrives quietly: the water simply gets a little higher, hour by hour. In a few special places, the incoming tide arrives instead as a single steep wall of water, called a tidal bore, that runs up a river against the current like a wave with nowhere else to go.
India has one, on the Hooghly, the river that flows past Kolkata to the sea. It begins near Hooghly Point, where the river first narrows, and can be felt as far as 35 km upstream, near Naihati. Wikipedia's account of the river describes the bore as often exceeding about 2.1 m in height, with the most extreme bores — in March and September — reaching 2.4 to 6.1 m. It needs two things at once: a bigger-than-average spring tide, and extra river flow pushing back against it. Small boats caught by surprise have been capsized by it.
Why does a bore form in some rivers and not others? Three things have to line up.
A large tidal range. There has to be a lot of water trying to get in.
A funnel-shaped, shallowing mouth. As you saw with the Gulf of Khambhat, a narrowing, shallowing channel squeezes the same water into less room, forcing the level up fast.
Water moves faster where it is deeper. A wave in deep water outruns the same wave in shallow water. As the front of the incoming tide reaches into the shallowing river mouth, the water just behind it is still in slightly deeper water and catches up. Given enough of a head start and enough distance, the gently sloping front of the tide steepens into an abrupt, breaking wall — the bore.
Worked example
0 / 4 steps shownWhy a shallowing river makes a bore steepen (an illustration)
A simple rule for how fast a long, shallow wave travels is speed = √(g × depth), with g ≈ 9.8 m/s². Suppose (just as an illustration, not a survey of the Hooghly) one part of a river mouth is 1 m deep and, a little downstream where the falling tide has not yet drained away, another part is still 4 m deep. How much faster does the wave move in the deeper water?
Chapter 04
Storm surge: the tide's dangerous cousin
A cyclone crossing the Bay of Bengal does two things to the sea at once, and the combination is what makes coastal flooding from a cyclone so severe.
Low pressure lifts the sea. Right under the eye of a cyclone, air pressure drops sharply, and with less air weighing down on it, the sea surface rises — a small effect on its own, typically tens of centimetres.
Wind piles water onshore. Far more important, ferocious onshore winds physically shove water ahead of the storm and pile it against the coast, sometimes for tens of kilometres in front of the landfall point. Together these two effects are called a storm surge, and it can raise the sea by several metres above its normal level, for hours.
Here is the crucial link to this whole lesson: a storm surge rides on top of whatever the ordinary tide is doing. A surge that arrives at low tide adds to a low starting level; the very same surge arriving at high tide adds to a high one. A cyclone's landfall time relative to the tide can be the difference between a bad flood and a catastrophic one.
| Event | Storm surge | Coast | What made it so severe |
|---|---|---|---|
| 1999 Odisha Super Cyclone | about 6–7 m | Paradip / Ersama, Odisha | Winds of about 260 km/h drove the surge across a flat, low-lying delta coast. |
| 1970 Bhola cyclone | about 10.5 m | East Pakistan (now Bangladesh) and West Bengal | The deadliest tropical cyclone on record, with at least 300,000 deaths, most from the surge itself. |
This is why India's cyclone warnings, issued by the India Meteorological Department, always give the expected storm surge height alongside the tide forecast for the landfall time, and why coastal evacuation orders are timed around high tide, not just around the storm's arrival. It is also why the Sundarbans and the low-lying deltas of Odisha and Andhra Pradesh have built networks of raised cyclone shelters: buildings tall and strong enough to keep people above a surge that an ordinary house cannot survive.
Chapter 05
Tidal power: catching the rise and fall
If a tide can float a ship or empty a harbour, it can also turn a turbine. A tidal barrage is a dam built across a bay or estuary with gates and turbines built into it. Water is let through as the tide rises, and again as it falls, and each time some of that moving water spins turbines connected to generators — the same idea you met for hydroelectric dams in Electricity, but powered by the Moon instead of a river.
How a simple tidal barrage works, one tide at a time
- Step 01Tide risesGates open
As the sea rises outside the barrage, gates let water flow in through the turbines, generating electricity as it goes.
- Step 02High waterGates shut
At the peak, the gates close, trapping a basin full of water at the high-tide level, ready to be released under control.
- Step 03Tide falls outsideWater is held
Outside the barrage the sea keeps falling, but the trapped water stays at the high level, building up a difference in height across the barrage.
- Step 04Release through turbinesGenerating again
Once the difference in height is large enough, gates open and the trapped water rushes out through the turbines, generating electricity a second time on the same tide.
Reflect
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Chapter 06
Living and working by the tide, in detail
Nowhere in India runs more completely on the tide than the Sundarbans, the tangle of tidal rivers, mudflats and mangrove forest where the Ganga and Brahmaputra meet the Bay of Bengal, shared between India and Bangladesh. Every one of its hundreds of channels rises and falls twice a day, and everything about life there is arranged around that fact.
Villages are protected from the daily tide by earthen embankments; a breach at high tide, especially a spring tide pushed higher still by a storm surge, can flood fields with salt water for a growing season or more. Ferries and country boats time every crossing to the tide, because a boat that leaves too early or too late can be stranded on a mudbank for six hours. Honey collectors who go into the forest to gather wild honey from giant honeybee combs must also watch the tide as carefully as they watch for tigers, since the same channels they cross by boat can become impassable, or dangerously fast, as the tide turns.
You met salt pans briefly in Discover. Here is the sum behind them. A salt maker lets a spring high tide flood a shallow pan through a sluice gate, then closes the gate and lets nine or ten weeks of sun and wind evaporate the water away, leaving a crust of salt to be raked up and stacked. Missing a good spring tide can mean waiting a whole fortnight for the next chance to refill the pans — one more reason coastal calendars are built around the Moon, not just the Sun.
Gujarat alone produces most of India's salt this way, much of it around the Gulf of Kutch and the Rann, where some of the country's largest tidal ranges make it easy to flood pans high above the working floor.
Explore
Four coasts, four ways of working with the tide
Pick a coast to see how its own tidal range shapes the work people do there.
- Range about 1 m
- Boats float almost all the time
- Nets set by daylight, not the tide
- Backwaters usable any hour
- Tide barely rules the working day
Tide is a minor factor
With only about a metre of range, Kochi's backwater boats are rarely stranded and rarely swamped. Fishing there is timed mostly by daylight, weather and fish behaviour, with the tide as a background rhythm rather than the deciding factor — the opposite of almost every other coast in this layer.
Lab
Match six coastal activities or structures to the tide fact each one depends on.
Match each coastal activity to the tide fact it depends on.
6 pairs are hiding in two mixed-up columns. Pick one from each side to join them.
Text version of this activity
A matching game with six pairs. Salt pan goes with 'flooded on a spring high tide, then sealed and evaporated'. Sundarbans ferry goes with 'timed so the boat is never stranded on a mudbank'. Tidal barrage goes with 'needs an unusually large tidal range to be worth building'. Storm surge shelter goes with 'built tall enough to stay above a surge added to a high tide'. Tidal bore goes with 'forms where a big spring tide meets a shallowing, funnel-shaped river'. Embankment goes with 'protects fields from the twice-daily tide and from storm flooding'.
Used in
Exploration: reasons and consequencesLong before engines, sailing ships timed their departure and arrival to the tide and to the monsoon winds together; whole trading seasons across the Indian Ocean were built around both clocks at once.
Chapter 07
How INCOIS predicts a tide years ahead
You already know tide prediction is possible because the Moon and Sun move predictably. Here is roughly how it is actually done.
A tide gauge at a port records the sea level, often every few minutes, for months or years. That record is not a single clean wave — it is a messy squiggle, because the Moon's tide, the Sun's tide, the shape of the local coast and the weather are all mixed into it together. Harmonic analysis is the mathematics that untangles the mix: it treats the messy squiggle as the sum of many simple, steady waves (called constituents), each with its own period, height and timing, and works out what those waves must be. INCOIS, the Indian National Centre for Ocean Information Services in Hyderabad, describes the real curve at a port as built from as many as about 115 such constituents, though a handful of the largest ones — the Moon's main semidiurnal wave, the Sun's, and two daily ones — usually do almost all of the work.
Once you know each constituent, predicting the future is just arithmetic: run each simple wave forward by however many years you like, using the known, predictable motion of the Moon and Sun, and add them all back together. That is why a tide table can be printed with confidence years in advance, even though the ocean itself is turbulent and hard to model in every other way.
Used in
Data handlingHarmonic analysis is data handling at scale: years of measurements are broken into patterns (the constituents), and those patterns, not guesswork, are what gets projected forward into next year's tide table.
Try it
Chapter 08
Testing the funnel and resonance ideas
Understand offered three explanations for why tidal range varies so much by place: funnelling, shallowing and resonance. A good scientist does not just accept an explanation — they look for a test that could show it wrong.
Test for funnelling and shallowing: if these matter, tidal range should generally grow as you travel further into a narrowing, shallowing gulf. Along the Gulf of Khambhat, ranges do exactly that: about 4–5 m near the open mouth, growing to about 10 m up near Bhavnagar. That is consistent with the explanation — though consistent is not the same as proven; a sceptic could still ask whether something else also changes along that same stretch of coast.
Test for resonance: resonance predicts that basins whose natural sloshing period happens to be close to the tidal period should have unusually large ranges even without an extreme funnel shape, while similarly shaped basins with a very different natural period should not. The Bay of Fundy fits this well: you calculated in the worked example below that a bay of about its real depth naturally resonates at close to the tidal period, which is exactly where its enormous range comes from.
Worked example
0 / 5 steps shownEstimating the length a resonant bay 'should' have
A basin resonates strongly with the tide when it is close to a quarter of a tidal wavelength long. Using the shallow-water wave speed rule v = √(g × depth) and the Bay of Fundy's average depth of about 75 m, estimate that quarter wavelength, and compare it with the description of the Gulf of Maine–Bay of Fundy system as being close to it.
Lab
Compare a small, an open, and a resonant coast side by side, and re-check the spring–neap pattern on top of each one's own range.
High tide to high tide takes 12.42 hours — 12 hours and 25 minutes, not a round 12. Next high in 0 min, next low in 6 h 13 min.
Why tides drift later each day
If today's first high tide were at 6:00 am, today it would be about 6:00 am — 0 minutes later, about 50 minutes a day.
Text version of this activity
This lab reruns the tide clock for three very different coasts — Kochi's open, unremarkable one metre; Bhavnagar's funnelled ten metres; the Bay of Fundy's resonant sixteen metres — and adds the spring–neap mode on top, so you can see the fortnightly rhythm riding on top of each place's very different baseline range.
Four challenges ask you to identify which place is being shown from its range alone, predict how much bigger a spring tide is than a neap tide at each place (roughly the same ratio everywhere, even though the actual metres are wildly different), and explain in one sentence why the ratio stays similar while the range does not.
Chapter 09
Case study: one tide, one whole coastal day
Put the whole layer to work on one imagined but realistic day at a fishing and ferry town on a tidal creek near the Gulf of Khambhat, where the spring range is about 10 m.
| Time | Tide state | What is happening | What people are doing |
|---|---|---|---|
| 04:30 | Low water | Mudflats and boat hulls exposed; slack, still water | Nets and hulls checked; nobody crosses the main channel on foot |
| ~10:40 | High water (≈ 6 h 13 min after low) | Creek full to the top of its banks; a salt pan's sluice gate is opened | Ferries run; the salt pan is flooded, then the gate is shut |
| ~17:05 | Low water again | Mudflats reappear; boats settle onto the mud | Fishing boats that left on the morning ebb return and wait for the next flood |
| Any time | Cyclone warning issued | IMD forecasts a storm surge for this evening's high tide | Evacuation to a raised shelter begins well before the surge and high tide coincide |
Notice how many separate ideas from this layer show up in that single table. The quarter of a lunar day between low and high water is the same arithmetic from Understand's rule of twelfths. The salt pan's sluice gate depends on catching a spring tide, the fortnightly rhythm from Discover. The ferries and boats are running a semidiurnal routine, twice a day, every day. And the cyclone warning is a reminder that the one thing a tide table cannot predict — the weather — can turn an ordinary high tide into the most dangerous moment of the year.
Reflect
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Words to know
All maths vocabulary →New words from Investigate
- Semidiurnal tide
- Two similar high waters and two similar low waters each lunar day: most of India's coast.
- Diurnal tide
- Just one high water and one low water each lunar day, as on the Gulf of Mexico.
- Mixed tide
- Two highs and two lows each day, like a semidiurnal tide, but noticeably unequal in height.
- Tidal bore
- A steep, breaking wave of the incoming tide running up a river, seen on the Hooghly and, far bigger, on China's Qiantang.
- Storm surge
- A rise in sea level caused by a cyclone's low pressure and onshore wind, added on top of whatever the ordinary tide is doing.
- Example: The 1999 Odisha Super Cyclone's surge was about 6–7 m.
- Tidal barrage
- A dam across a bay or estuary with turbines, generating electricity from the rise and fall of the tide.
- Harmonic analysis
- The mathematics that splits a measured tide into simple, steady waves (constituents) tied to the Moon and Sun, which can then be projected forward to predict future tides.
- Resonance
- The build-up in range that happens when a bay's natural sloshing period is close to the tidal period, as in the Bay of Fundy.
- Example: Quarter-wavelength test: a resonant basin's length should be close to speed × period ÷ 4.
Quick check
Check yourself: predicting, classifying and staying safe
9 questions · answer what you can, then check. Getting one wrong is useful.
Keep this
Cheat sheet: investigating real tides
- A real tide table is a measured, predicted record, not a smooth formula — the smooth cosine model in this layer is a teaching approximation, close but not exact.
- Semidiurnal = two similar highs and lows a day (most of India). Diurnal = one high, one low (Gulf of Mexico). Mixed = two of each, clearly unequal (San Francisco).
- A tidal bore needs a large tidal range squeezed into a shallowing, narrowing river mouth, so the deeper water behind outruns the shallower water ahead. India's Hooghly has one; China's Qiantang, at about 9 m, has the world's biggest.
- A storm surge is sea level raised by a cyclone's low pressure and onshore wind. It rides on top of the ordinary tide, so a surge at high tide is far worse than the same surge at low tide — as the 1999 Odisha Super Cyclone showed.
- A tidal barrage turns the tide's rise and fall into electricity, but is only worth building where the range is unusually large, as at the Rance (240 MW) or Sihwa Lake (254 MW).
- Coastal life — the Sundarbans, salt pans, ferries, fishing — is organised around the tide in fine detail, not just roughly.
- INCOIS and the Survey of India predict tides using harmonic analysis: splitting a measured tide into steady waves tied to the Moon and Sun, then running them forward. This cannot predict weather-driven storm surges, which are forecast separately.
- Funnelling, shallowing and resonance are testable ideas, not just stories: range really does grow up a funnel, and a resonant basin's calculated size lands close to the real geography.
Where this comes from
Sources
Tides and Water Levels: What Are Tides? (opens another website) — NOAA National Ocean Service Educationawaiting check
Supports the basic definition of a tide as the periodic rise and fall of the sea, the distinction from wind-driven waves, and the vocabulary of high water, low water and tidal range.
Basics of Ocean Tides and Tide Forecasting (opens another website) — Indian National Centre for Ocean Information Services (INCOIS)awaiting check
Supports how tides are predicted in India: harmonic analysis breaking an observed tidal curve into a set of simple sinusoidal constituents (up to about 115 of them) and recombining them to forecast future tides.
Tidal Data (opens another website) — Survey of India, Geodetic and Research Branchawaiting check
Supports Survey of India's role in tidal prediction: over a century of tide-gauge records, published tide tables for dozens of Indian ports, and a dedicated Hugli River Tide Table for Sagar, Haldia, Diamond Harbour and other stations.
Tidal bore (opens another website) — Wikipediaawaiting check
Supports the general mechanism of a tidal bore forming in a shallowing, narrowing river mouth on a large spring tide, and lists the Hooghly among the world's known tidal bores.
Hooghly River (opens another website) — Wikipediaawaiting check
Supports specifics of the Hooghly's tidal bore: it begins at Hooghly Point, is often over 2 m high (extreme bores 2.4–6.1 m in March and September), is felt as far upstream as Naihati, and needs a greater-than-average spring tide plus river flow.
Qiantang River (opens another website) — Wikipediaawaiting check
Supports the Qiantang River having the world's largest tidal bore, reaching about 9 m in height and travelling at up to about 40 km/h.
1999 Odisha cyclone (opens another website) — Wikipediaawaiting check
Supports the 1999 Odisha Super Cyclone as an example of a devastating storm surge (about 6–7 m) at landfall near Paradip/Ersama, with winds of about 260 km/h.
1970 Bhola cyclone (opens another website) — Wikipediaawaiting check
Supports the 1970 Bhola cyclone, which struck East Pakistan (now Bangladesh) and West Bengal with a storm surge of about 10.5 m, as the deadliest tropical cyclone on record, with a death toll of at least 300,000.
Tidal power (opens another website) — Wikipediaawaiting check
Supports the working of a tidal barrage and named real stations: the Rance Tidal Power Station in France (240 MW, opened 1966, the world's first) and the Sihwa Lake Tidal Power Station in South Korea (254 MW, opened 2011, currently the world's largest).
Tidal resonance (opens another website) — Wikipediaawaiting check
Supports the resonance of the Bay of Fundy–Gulf of Maine system, its natural period of about 13 hours close to the M2 tidal period, and the rule that a resonant continental-shelf basin is about a quarter tidal wavelength wide (about 300 km for a 12-hour tide).
End of Investigate
What you just read
- Predict, then check, the height of the tide at a given hour using a tide table or graph.
- Classify a coast as semidiurnal, diurnal or mixed from a description of its daily tide.
- Explain how a tidal bore forms and why a storm surge is most dangerous at high tide.
- Describe how a tidal barrage generates electricity and why few have been built.
- Explain, with a worked calculation, how INCOIS predicts tides years in advance and test the funnelling and resonance explanations for tidal range against real numbers.
- Next depthGo deeper: Go deeperMechanisms, reasoning, calculations and nuance.
- Practise71 questionsHints and a worked solution for every question — or play a 10-question round.
- Step backUnderstandGo back over the ground before this one — you can move up and down as often as you like.
- TopicAll of tidesThe whole ladder, the connections and the words to know, on one page.
The web
Explore a connection
Builds onanother area
GravityTides are gravity made visible: the Moon pulls the near ocean harder than the far ocean.
Related to
Phases of the MoonSpring and neap tides follow the phases: the biggest tides come at new and full moon.
Usesanother area
Exploration: reasons and consequencesSailing ships left harbour on the tide, and monsoon winds and currents set the whole calendar of Indian Ocean trade.
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Revision 1 · release preview-7e1cbbcc4f · accepted 20/09/2026