The interactive map cannot run on this device; the picture shows the basin before the flood.
Lakes at −2,500 m (west) and −2,700 m (east), as in the 2009 paper. Peak here: 116 million m³/s.
The day the Mediterranean filled: the Atlantic breaks through Gibraltar into a dried-out sea
5.33 million years ago, according to the best-known hypothesis, the Mediterranean had dried down to a few salt lakes, up to 2.7 km below the ocean. The flood model published in Nature in 2009 by Daniel García-Castellanos and colleagues, one of the competing explanations, re-run here on today's sea floor in place of the old one: the gate opens, most of the water comes in within about a year and a half, and the basins fill one after another up to the coast you choose.
Scroll: the gate at Gibraltar opens.
A sea that evaporated
Between 5.97 and 5.33 million years ago, the Mediterranean's links to the Atlantic all but closed. The sun took more water than the rivers brought, and salt settled on the basin floors: about a million cubic kilometres, in layers up to 1.5 km thick in the west and 3.5 km in the east.
How far the water fell is still argued over: estimates run from a nearly full sea to a floor almost entirely dry, and the flood needs a drop of at least a few hundred metres. Rivers draining into the basin cut canyons: the Nile's reaches 2,500 m deep beneath its delta, the Rhône's about 1,000 m. The map starts from the levels of the 2009 model: lakes 2,500 m below the ocean in the west and 2,700 m in the east. White is salt; red is the brine left behind.
289 thousand km³ of brine stayed in the pits; the rest of the basin, 3.56 million km³, was empty.
The gate at Gibraltar
If the flood happened, today's strait is its scar. Before it, a bridge of dry land joined Spain and Morocco. The model starts from a brook: water one metre deep running over the sill, about 6 m³ a second.
The mechanism is a loop: the water wears the sill down, a lower sill lets more water through, and more water wears it faster. The equations are those of Daniel García-Castellanos and colleagues (Nature, 2009): erosion grows with the drag of the water on the bed, and the flow follows Manning's formula for rivers.
Day one: a brook falling towards a lake 2.5 km below.
The years when nothing showed
In the reference run the water trickles for 12.8 years before the flow passes a million m³ a second. After ten years about 7,000 m³ a second pass; then the cut deepens faster and faster.
This is the least certain part of the story. In the paper's simpler two-basin setup the western lake reaches the Sicily sill after 14 years; if the first trickle was 10 cm deep, after 47; with another erosion law, after 4.4 or 3,017. The erosion law and the first trickle change the fast part far less: in the paper, 90% of the water still enters within 510–790 days.
The first lake forms in these very years: the Alborán pit, next to the strait, takes Atlantic water from year 10, day 51 on.
Year 13: the flow passes a million m³ a second.
The western basin fills
The water runs down a ramp of 1–4% towards the Alborán pit between Spain and Morocco. Once full, the pit spills towards the Algerian lake over a sill now 1,302 m deep.
At about 1,920 m below today's sea level, the Algerian lake tops the sill between Sardinia and Tunisia and joins the Tyrrhenian lake. The western basin becomes a single lake.
The day the Tyrrhenian lake joins the Algerian one: year 14, day 244.
The Sicilian cascade
When the western lake reaches the sill between Sicily and Tunisia, in year 15, day 64, water starts falling into the eastern basin, nearly 2.4 km lower. Over the following days the eastern lakes rise by up to 18.0 m a day.
Here, on the Malta Escarpment, Aaron Micallef and colleagues (2018) found traces they attribute to the flood: the Noto Canyon, about 27 km long and 1.5 km deep, with an amphitheatre head 6 km wide and 700 m high, and a chaotic body of 1,430–1,620 km³ of sediment at the foot of the escarpment, compatible with a flood deposit.
From west to east over the Malta Escarpment: a drop of nearly 2.4 km, with the 2009 levels.
The east, the Adriatic, the Aegean
The eastern basin has almost twice the area of the western one. The water fills the Ionian and Levantine pits first, then enters the Sea of Crete and the southern Adriatic, crossing the Otranto sill in year 15, day 272. Water first enters the northern Adriatic in year 16, day 55 and comes within 20 km of Venice only in year 16, day 170.
The flow peaks when the eastern basin also reaches the Sicily sill. From then on the two lakes rise together towards the ocean.
The day the east reaches the Sicily sill: year 15, day 328.
The peak
Near the end of year 15, the Gibraltar sill had been cut by more than 200 m. Through a gap 13 km wide ran 116 million m³ a second; about 11 months earlier, as the western lake neared the Sicily sill, the water had reached 55 m/s. The Amazon pours on average 206,000 m³ a second into the ocean: the flood carried about 560 times as much.
The western lake had risen by up to 14.9 m a day. In the model, the cut at Gibraltar reaches 226 m; from the Gulf of Cádiz to the Algerian basin, geophysicists have mapped an erosion channel about 390 km long.
116 million m³/s: about 560 Amazons.
The last metres
As the lake nears the ocean's level the slope vanishes and the water comes in ever more slowly. 90% of the water entered in 539 days; the last few metres took months.
From the first trickle to a full sea: 16.0 years in the reference run. The 2009 paper says 90% of the water was transferred in a period "ranging from a few months to two years".
539 days for 90% of the water.
Your coast
Tap the map near any shore or pick a city. See how far and how deep the salt lake lay when the flood began, the day Atlantic water first stood within 20 km of today's shore, and how fast it was rising then.
Pick a city · Tap a shore on the map
| Town | Salt lake at the start | Water within 20 km | Rise per day |
|---|---|---|---|
| Algiers | 27 km · −2,500 m | year 14, day 301 | 8.1 m |
| Nice | 56 km · −2,500 m | year 14, day 322 | 8.9 m |
| Palermo | 73 km · −2,500 m | year 14, day 336 | 10.7 m |
| Oran | 35 km · −2,500 m | year 14, day 343 | 10.7 m |
| Genoa | 75 km · −2,500 m | year 14, day 359 | 13.6 m |
| Ajaccio | 44 km · −2,500 m | year 14, day 361 | 13.9 m |
| Barcelona | 139 km · −2,500 m | year 15, day 56 | 7.0 m |
| Rhodes | 26 km · −2,700 m | year 15, day 112 | 9.6 m |
| Beirut | 252 km · −2,700 m | year 15, day 184 | 8.0 m |
| Catania | 77 km · −2,700 m | year 15, day 228 | 9.1 m |
| Haifa | 254 km · −2,700 m | year 15, day 250 | 9.4 m |
| Antalya | 82 km · −2,700 m | year 15, day 268 | 9.3 m |
| Corfu | 118 km · −2,700 m | year 15, day 296 | 9.0 m |
| Heraklion | 84 km · −2,700 m | year 15, day 307 | 9.4 m |
| Limassol | 55 km · −2,700 m | year 15, day 309 | 8.6 m |
| Valletta | 99 km · −2,700 m | year 15, day 328 | 5.0 m |
| Marseille | 91 km · −2,500 m | year 15, day 337 | 4.5 m |
| Naples | 92 km · −2,500 m | year 15, day 345 | 3.8 m |
| Málaga | 276 km · −2,500 m | year 15, day 352 | 3.6 m |
| Dubrovnik | 404 km · −2,700 m | year 15, day 359 | 3.4 m |
| Tel Aviv | 299 km · −2,700 m | year 16, day 6 | 2.7 m |
| Alexandria | 163 km · −2,700 m | year 16, day 8 | 2.5 m |
| Benghazi | 107 km · −2,700 m | year 16, day 24 | 2.0 m |
| Bari | 262 km · −2,700 m | year 16, day 27 | 1.8 m |
| Tripoli | 390 km · −2,700 m | year 16, day 35 | 1.5 m |
| Athens (Piraeus) | 222 km · −2,700 m | year 16, day 46 | 1.3 m |
| Valencia | 197 km · −2,500 m | year 16, day 62 | 1.0 m |
| Cagliari | 98 km · −2,500 m | year 16, day 62 | 1.0 m |
| Palma, Mallorca | 93 km · −2,500 m | year 16, day 65 | 0.94 m |
| Split | 523 km · −2,700 m | year 16, day 68 | 0.93 m |
| Thessaloniki | 324 km · −2,700 m | year 16, day 126 | 0.38 m |
| Trieste | 824 km · −2,700 m | year 16, day 131 | 0.36 m |
| Izmir | 257 km · −2,700 m | year 16, day 157 | 0.23 m |
| Sfax | 462 km · −2,700 m | year 16, day 163 | 0.22 m |
| Venice | 872 km · −2,700 m | year 16, day 170 | 0.20 m |
| Tunis | 472 km · −2,700 m | year 16, day 266 | 0.05 m |
Your town, then.
How sure is the flood?
The flood is a hypothesis backed by traces, not an observed fact. For it: the channel of about 390 km from the Gulf of Cádiz to the Algerian basin, which removed about 1,000 km³ of rock; the Noto Canyon and the chaotic deposit in the Ionian Sea; sand in ODP boreholes at the Miocene–Pliocene boundary, which a sediment-transport model finds consistent with a flow of about 100 million m³/s. And the sediments at the boundary record an exceptionally rapid return of a deep sea.
Against it: some researchers think the salt formed in a deep sea filled close to today's level (Lugli and colleagues, 2015), and put the erosion of the margins down to dense-water currents (Roveri and colleagues, 2014). The main objection to a kilometre-scale drop right before the Pliocene is the Lago-Mare deposits, with fresh- and brackish-water fauna, found near today's sea level. Others suggest the strait may never have closed completely, that the water came in earlier, 5.46 million years ago (Do Couto and colleagues, 2014), or that the crisis ended through a "pump" with no flood at all (Marzocchi and colleagues, 2016). Even García-Castellanos's own 2025 model gives the east a drop of under 1 km before the flood, which, the authors write, conflicts with the idea that the flood cut the Noto Canyon. García-Castellanos and colleagues wrote in 2020 that a large drawdown "is currently under strong debate and far from a consensus"; the outcome of three drilling proposals (DEMISE, DREAM, IMMAGE) will, they write, be crucial.
Switch the starting level on the map. With the 2009 lakes, the same physics gives 116 million m³/s and deepens the sill by 226 m; with lakes at −1,200/−1,800 m, 63 million m³/s and 193 m. Starting from −222 m, only 1.0 million m³/s, 157 years of flow and a cut of 86 m, less than half the one mapped under the strait. In this model, the deep channel needs a low sea.
Starting level:
| Assumption | Years to the Sicily sill | 90% of the water (days) | The paper, 2009 |
|---|---|---|---|
| Reference (a = 1.5) | 14.1 | 462 | 14.0 · 514 |
| Another erosion law (a = 1) | 4.4 | 504 | 4.2 · 510 |
| Another erosion law (a = 3) | 3,017 | 460 | 3,072 · 790 |
| First trickle 10 cm, not 1 m | 47.1 | 462 | 47.1 · 514 |
| Rock eroding like a river bed | 218 | 12,275 | 216 · 15,100 |
| A 50 km ramp, not 100 km | 5.0 | 154 | 5.3 · 168 |
These rows use today's basin split into west and east, as the paper does, so they differ from the run on the map (539 days for 90% of the water). The slow years come within 6% of the paper's; the peak and the length of the torrent differ more, by up to 43%, probably because the paper used a reconstruction of the Mediterranean floor that is not public.