El Niño 2026
Some monsters are real
NOAA OISST v2.1 daily sea-surface temperature, Niño 3.4 region · final data through September 16, 2026, preliminary through October 1
The patch of Pacific that defines El Niño is running +3.3°C above normal for the date, hotter than we’ve ever seen it. Scientists expect this year’s episode to be on track to be the strongest in nearly a century. This is a chart missing from front page news.
Fetching today’s data from Climate Reanalyzer…
The story
A professor, a notebook and a monster
On July 8, Eliot Jacobson, a retired mathematics professor who writes The Climate Casino, published a post called Some Monsters are Real. The Niño 3.4 region was then just short of 2°C above its 1991–2020 average, already the mark of a very strong El Niño, and the models were calling for the bulk of the warming to come after summer. NOAA’s CFSv2 model pointed to a peak near +4.2°C around December; the European ECMWF model to about +3.9°C. Jacobson’s own standardized chart put the reading at 3.63 standard deviations above the mean for the date, which he called a 1-in-7,000 event. His word for what was coming was Godzilla.
In September, Fil, one of the authors of D3 and Observable Plot, reproduced Jacobson’s chart from the public data and then tried a different idea, borrowed from Toph Tucker: instead of converting temperatures into standard deviations, keep the thermometer honest and warp the grid. Draw the lines for one, two and three standard deviations as curves that follow the seasons, and let the real temperatures fall where they fall. The result reads like a ribbon cable, and it shows two things at once: how warm the water is, and how strange that is for the time of year.
This page rebuilds that chart, and the three charts that lead up to it, from the same source every time it loads. The numbers in the text that are set in tabular figures are computed, not typed.
What Niño 3.4 is
El Niño is tracked in a box of ocean on the equator, from 5°N to 5°S and from 170°W to 120°W, roughly the stretch between Kiribati and the Galápagos. Forecasters call it Niño 3.4. When its surface runs about half a degree warmer than normal for a few months, El Niño is declared; the strongest events on record, 1982–83, 1997–98 and 2015–16, peaked between two and three degrees above normal. The data here is NOAA’s daily Optimum Interpolation SST, a quarter-degree grid stitched from satellites, ships and buoys since September 1981 and averaged over the box by the Climate Reanalyzer at the University of Maine.
The ocean today
The Niño 3.4 region glows red
The satellite picture needs no statistics. Along the equator east of the dateline the water is three, four and in places five degrees warmer than the 1991–2020 average for the date, and the warm tongue reaches the coast of South America. NOAA refreshes this map every afternoon; what you see is the latest one it has published.
Along the equator
The warm tongue grew from the east
A Hovmöller diagram trades the map’s second dimension for time. Each column is one week; each row is one degree of longitude along the equator, from Indonesia at the top to the coast of Ecuador at the bottom, with the sea-surface temperature anomaly averaged across the band from 5°S to 5°N. Read it left to right and the year’s story is plain: a weak La Niña through the northern winter, then warm water appearing off South America in March, spreading west and deepening through the summer until it fills the basin east of the dateline. The brackets at the right mark the regions forecasters average over; the thicker one is Niño 3.4, the box every other chart on this page measures.
The same data as four cross-sections. In early April the equator was close to normal almost everywhere; by August the anomaly was above +2°C across the whole eastern half of the basin; in the latest week the warmest water, more than +4°C above normal, sits against South America, and the Niño 3.4 average is +3.3°C. The heat is concentrated in the east, the signature of a classic eastern-Pacific El Niño rather than a central-Pacific one.
Temperature
Warm water is normal here. This is not.
Start with the raw thermometer. Every gray line is one year since 1982, the ochre line is the 1991–2020 average, and the red line is this year. The region has a season: it warms to a peak near 28°C in April and May as the trade winds slacken, then cools through the autumn. El Niño years break the pattern by refusing to cool. In 1997 and 2015 the water held near 29°C into November. In 2026 it passed 29°C in June and reached 29.98°C on October 1, warmer than any day in the record, with the months that normally bring the peak anomaly still ahead.
The anomaly
Subtract the season and the monster appears
Subtracting the average for each calendar day flattens the seasonal hump and leaves the anomaly, which is what forecasters quote. Here the past El Niños stand up clearly as the handful of gray lines that climb through the autumn to peaks of +2.4 to +3.0°C in November and December. The 2026 line reached +3.3°C on October 1, two months before the season when those events peaked.
But an anomaly of one degree does not mean the same thing in May as in December. The Niño 3.4 region is far more variable in the northern winter, when El Niño and La Niña events mature, than in the late spring, when the ocean sits close to its average almost every year. The ribbon below is that variability: one standard deviation of the daily values across the thirty years of the baseline.
In standard deviations
The chart that should be front-page news
Divide each day’s anomaly by that day’s standard deviation and you get Jacobson’s chart, the one the Australian climate writer Gregory Andrews said should be front-page news. It answers a sharper question than the anomaly does: not how warm, but how unusual for the date. Before this year, no day since 1982 had been more than about 2.7 standard deviations from normal. In 2026 the region crossed three in June and has stayed there, peaking near 3.9σ in mid-September. For a normal distribution, a 3σ day is roughly a 1-in-740 event; 3.9σ is about 1-in-20,000. The real distribution has fatter tails than that, which is why Jacobson’s 1-in-7,000 is a rhetorical figure as much as a statistical one. But the comparison that matters is with the other lines on the chart, and none of them comes close.
| Event | Peak anomaly | Date | Peak σ | Date | Days ≥ +0.5°C | Heat above +0.5, °C·days |
|---|
Each event is the season from May of its first year through April of the next. Anomaly is the departure from the 1991–2020 average for that calendar day; σ is that anomaly divided by the standard deviation of the thirty baseline years on the same day. The last two columns measure persistence as well as height: the number of days the anomaly stayed at or above the +0.5°C El Niño threshold, and the anomaly above that threshold summed over those days. 2026 is still in progress, with the months that usually hold the peak still to come.
Warping the paper
How to read the lead chart
The chart at the top of the page is Fig. 5 and Fig. 8 drawn as one. Its vertical axis is a thermometer, in plain degrees. Its curved grid is the standard-deviation scale from Jacobson’s chart, bent to fit on that thermometer. It takes three steps to build.
1Start with Jacobson’s paper
Measured in standard deviations, the grid is straight. Each line marks the same rarity on every day of the year. The blue line is +3σ.
2Bend it onto the thermometer
Convert each line back to degrees, day by day. In May, when the region is calm, one σ is only 0.54°C and the lines crowd together. In December it is 1.18°C and they fan out.
3Lay the readings on top
Draw the actual temperatures. Every line crosses the same curves on the same dates as in step 1. Only the paper has changed.
Read the curve, not the gap
On ordinary graph paper, the distance between two gridlines means the same thing everywhere. On this paper it doesn’t, and that is the point. One degree above normal in May nearly reaches the +2σ curve, at +1.8σ. One degree above normal in December gets only to +0.9σ. On the thermometer they are the same gap, but the May day is far stranger.
That gives the chart three readings, one for each thing your eye does with a line.
- Height is temperature. Read the left axis for degrees, as on any thermometer chart.
- The curve a line sits on is how unusual it is. Count the curves between the line and the ochre average. A line between the +2σ and +3σ curves is two to three typical swings above normal for that date.
- Crossing curves means the departure is getting rarer. A line that runs parallel to a curve is equally unusual day after day. A line that climbs across the curves is becoming more extreme, even when the thermometer barely moves. From May 1 to June 30, 2026, the water warmed only 0.4°C, but its line climbed from 1.7σ to 3.3σ, because those are the months when the region normally holds still.
Everything else on the chart
The ochre line
The 1991–2020 average for each day of the year, unsmoothed. Every other line is judged against it.
The curved grid
Standard deviations, drawn in degrees. The heavier curves are whole sigmas; the fainter ones are halves.
The gray strands
Every year from 1982 to last year. The strongest past El Niños, 1997 and 2015, are named where they peaked, both below the +3σ curve.
The red line and its dashed tail
This year. The dashes are NOAA’s preliminary values for the last two weeks, which can be revised slightly when the final analysis is posted.
Why bend the grid
Each of the usual ways to chart this data answers one question well and drops another.
Temperature
Shows the real reading, near 30°C, and the seasons.
Misses whether that’s unusual for the date.
Anomaly
Shows degrees above normal, the number forecasters quote.
Misses that a degree in May is far rarer than one in December.
Standard deviations
Shows how rare each day is, on a fair scale all year.
Misses the thermometer. Nobody feels a unit of σ.
Warped grid
Shows both: degrees on the axis, rarity in the curves.
Costs a minute of learning, which is what this section is for.
The thermometer is worth keeping. Over the tropical Pacific, deep thunderstorms build where the sea surface is warmer than about 28°C. When El Niño spreads that warmth east, the rain moves with it, and that is how one box of ocean changes the weather on other continents. A chart in standard deviations can say the water is strange. Only the degrees say it is past the temperature where the atmosphere starts to respond. Degrees are also the unit that forecasts, news reports and readers already use.
Rarity is worth keeping too, because the region’s normal variability more than doubles between late spring and midwinter. Without it, a warm May and a warm December look alike. You could show both charts side by side, as this page does further up, but then the reader has to match dates across two panels. Fil’s version, after an idea from Toph Tucker, leaves the data alone and bends the paper, so one line carries both readings.
Two caveats. The grid is built from a 15-day smoothed average and standard deviation, so the curves don’t wobble with the noise of a 30-year sample. Fig. 8 uses the exact daily values, so a line can sit a hair off from where Fig. 8 puts it. And standard deviations describe typical swings, not odds. The region’s extremes have fatter tails than a bell curve, so read +3σ as three typical swings above normal, not as a precise probability.
What’s coming
The forecasts have never agreed like this
El Niño is classified on a slower clock than the daily charts above. NOAA’s Oceanic Niño Index is the three-month running mean of the Niño 3.4 anomaly, and its informal ladder runs from +0.5°C, the threshold for El Niño itself, through +1.5°C for a “strong” event to +2.0°C for a “very strong” one. Only three events since 1950 have cleared the top rung: 1982–83, 1997–98 and 2015–16, which peaked at +2.59°C. The index for July–September 2026 is +2.16°C, already past that line in the season when most El Niños are still gathering themselves. The chart below lays every event since 1950 on the same two-year calendar, from January of the year it formed to December of the year after, so the shape of this one can be compared with all the rest. (A peak-aligned version would be the more common way to rank events, but an event that has not peaked cannot be aligned on its peak; the calendar is the honest axis while it is still growing.)
El Niño anomalies typically peak between November and January. On September 10, NOAA’s Climate Prediction Center kept its El Niño Advisory in place, with subsurface water in the eastern Pacific running more than 10°C above normal at depth, and gave a better than 90 percent chance of a very strong event this winter and a 75 percent chance of a historic one, stronger by its seasonal index than any El Niño since 1950. On October 1, Columbia University’s climate school reported that all 22 models in its monthly plume call for a very strong event through February, most of them above +3°C for the season, against the previous record seasonal peak of +2.59°C. Jacobson’s July post quoted NOAA’s CFSv2 model near +4.2°C and ECMWF near +3.9°C for the peak. Those are forecasts, not observations, so they appear on the chart only as a labeled bracket.
Godzilla is going to return, and return, and return… we won’t be able to walk out of the theater.
Eliot Jacobson, The Climate Casino, July 8, 2026
More experiments
About this page
The daily series is fetched from Climate Reanalyzer when the page loads: NOAA OISST version 2.1, averaged over the Niño 3.4 box, one array per year plus a preliminary series for the most recent days and the 1991–2020 daily climatology. The daily mean is the climatology the source provides. The daily standard deviation is computed here from the thirty baseline years, ignoring the leap day. The anomaly is temperature minus the mean for that day; the deviation is the anomaly divided by that day’s standard deviation. For the warped grid in Fig. 1 the mean and standard deviation are smoothed with a 15-day blur so the curves read as paper rather than noise; the ochre line and every figure in the text use the unsmoothed values. The method follows Fil’s notebook step for step; the warped-grid idea is Toph Tucker’s warping gridspace.
If the live fetch fails, the page falls back to a copy of the data saved on October 2, 2026 and says so under the headline. The satellite map is hotlinked from NOAA and refreshes on NOAA’s schedule; if it cannot be loaded, a dated snapshot from this site is shown instead and the caption notes the date.
Two figures are computed from snapshots rather than live, because their sources do not allow cross-site requests. The Hovmöller and the cross-sections use NOAA OISST v2.1 grid cells pulled from NOAA CoastWatch’s ERDDAP server by a small script in this site’s repository (assets/godzilla/build-data.py): weekly samples, one degree of longitude apart, averaged across five rows between 5°S and 5°N, with a 1991–2020 climatology computed from the same cells so the baseline matches the rest of the page (ERDDAP’s own anomaly field is relative to 1971–2000 and is not used). The Oceanic Niño Index comes from the same script, straight from the Climate Prediction Center’s table. Both snapshots carry their generation date in the caption; the index updates monthly, the Hovmöller whenever the script is re-run.
A note on what was chosen. A reader suggested leading with anomalies rather than temperatures, aligning past events on their peaks, and adding region boundaries and a zero-centered palette to the Hovmöller. The last two are adopted above. The hero keeps degrees on its axis deliberately: Fil’s warped grid is a way of showing the anomaly in standard deviations without throwing away the thermometer, and that double reading is the point of the piece. Peak alignment is the standard way to rank finished events, but an event still climbing has no peak to align on, and El Niño is locked to the calendar anyway, so the 1950–present comparison is drawn on the calendar of onset, the way NOAA’s own ENSO blog draws it. The CPC thresholds appear only on the index chart they are defined for, not on the daily charts.
Sources: NOAA National Centers for Environmental Information, Optimum Interpolation SST v2.1, via the Climate Reanalyzer, Climate Change Institute, University of Maine. NOAA Coral Reef Watch daily 5 km SST anomaly. NOAA OISST v2.1 grid cells via NOAA CoastWatch ERDDAP. NOAA Climate Prediction Center, Oceanic Niño Index (ERSST v6). Eliot Jacobson, Some Monsters are Real, The Climate Casino, July 8, 2026. NOAA Climate Prediction Center, ENSO Diagnostic Discussion, September 10, 2026. Columbia Climate School, El Niño 2026: How Big Could It Get?, October 1, 2026. Gregory Andrews, The graph that should be front-page news.
Charts are drawn with Observable Plot and D3 in the editorial-graphics style used for the Luminet tribute. Nothing on the page is an image of a chart except the NOAA satellite plate.