See also: Ocean CDR Center of Excellence — a broader map of the labs, companies, and funders working the marine CDR space.

Ocean carbon removal · the chemistry, drawn

The ocean keeps a two-column ledger. Every carbon scheme is a bet on one number.

Alkalinity in one column, dissolved carbon in the other. Their ratio decides whether the sea inhales CO₂ or exhales it. Growing plankton, dissolving rock, building calcite shells — each one is just a different way of nudging that ratio. Here is what actually happens, bond by bond.

The rest of this post is just me re-jogging my own memory and trying to break down the current state of Ocean CDR. Posting in case anyone else is doing a similar deep dive and it can be useful. Very subject to mistakes, as it's just me laying out thinking.

Meet the cell — two ledgers at once

A coccolithophore (celebrity species Emiliania huxleyi, “Ehux”) is one cell. Light: photosynthesis = sink into soft tissue (POC). Same hour: calcite plates (coccoliths, PIC) = source at the surface. Climate net is the difference.

Note that: carbon fixed is not carbon removed. A coccolithophore building a beautiful calcite shell is emitting CO₂ to build it. Weathered rock is the only route here that adds alkalinity outright — and alkalinity is the column that does the pulling.
seawater around the cell · DIC mostly HCO₃⁻ SUNLIGHT + CO₂ air → water → cell photosynthesis soft carbon (POC) cell interior chloroplast + calcification vesicle coccoliths = calcite plates CaCO₃ chalk / limestone mineral calcification · hard carbon (PIC) CO₂ leaked back to water, often to air ● sink — photosynthesis ● source — shell-making ● calcite plates
01 / THE ONE IDEA

Two columns, and only their ratio matters

Seawater holds carbon in three chemical costumes at once. Which costume dominates — and therefore whether CO₂ wants to leave the water or enter it — is set by a tug-of-war between two bookkeeping totals.

Column 1 · DIC

Dissolved Inorganic Carbon. Every carbon atom in the water, counted once, no matter its costume:

DIC = [CO₂*] + [HCO₃−] + [CO₃2−]

Push DIC up and the water becomes more likely to exhale CO₂.

Column 2 · Total Alkalinity

Not "how basic the water is." It is a charge count — the excess of proton-acceptors over proton-donors:

TA ≈ [HCO₃−] + 2[CO₃2−] + [B(OH)₄−] + [OH−] − [H+] + …

Push TA up and the water inhales CO₂.

The balance beam
Alkalinity is a supply of negative charge that has to be balanced. When you add it, the water can only stay electrically neutral by converting bicarbonate into carbonate — which drops the free CO₂ concentration, which makes the sea suck CO₂ down out of the air. Every drawdown scheme on this page is, underneath, a way of tipping this beam to the left.
~90%
of surface-ocean DIC is bicarbonate, HCO₃−
Roughly 9% carbonate, and well under 1% actual dissolved CO₂. The ocean is essentially a bicarbonate solution.
~10×
the Revelle buffer penalty
Add 1% to DIC and surface pCO₂ rises ~10%. The ocean resists being loaded — and that same stiffness is why alkalinity is such a powerful lever.
~42×
more carbon in the ocean than the atmosphere
37,200 ± 200 Gt C dissolved versus ~891 Gt C in the air. The ratio was ~62 before industrialisation — the air's share has been growing.
02 / THE CAST

The anions, and which ones the ledger counts

You asked how CO₂ sequestration changes depending on which seawater anion is involved. It comes down to this: an anion contributes to alkalinity in proportion to how many protons it can soak up. A doubly-charged carbonate ion is worth twice a bicarbonate. Sulfate and chloride, which never grab a proton at seawater pH, are worth nothing at all.

TA +0
Carbon dioxide
CO₂(aq)
Neutral. Carries no charge, so contributes nothing to alkalinity — but it is the species that exchanges with the air.
TA +1
Bicarbonate
HCO₃−
The workhorse. ~90% of ocean carbon. One negative charge, accepts one proton.
TA +2
Carbonate
CO₃2−
Doubly charged — worth two units of alkalinity. Raising this is what pulls CO₂ from the air.
TA +1
Hydroxide
OH−
Direct alkalinity. This is what dissolving lime or running an electrochemical cell actually delivers.
TA +1
Borate
B(OH)₄−
The quiet second-place contributor — a few percent of TA, and the reason precise alkalinity accounting is fiddly.
TA +1*
Nitrate
NO₃−
*Not itself alkalinity — but when plankton consume it, they leave a negative charge behind and TA rises by 1 per nitrate taken up.
TA +0
Sulfate
SO₄2−
Abundant, doubly charged — and irrelevant. Its conjugate acid is so strong it never takes a proton at pH 8. Charge without alkalinity.
TA +0
Chloride
Cl−
The most abundant anion in the sea by far, and a complete spectator. Proof that "negative" and "alkaline" are different things.
⚠
The lesson hidden in this grid: an ion's charge is not its carbon value. Sulfate has two negative charges and does nothing. Carbonate has two and does everything. What separates them is proton affinity — the willingness to accept an H⁺ and thereby mop up acidity.
03 / THE LADDER

One carbon atom, three costumes — climbing by shedding protons

Dissolved CO₂ is not stable in seawater. It hydrates, then sheds protons one at a time, climbing a two-rung ladder. Where the population sits on that ladder is set entirely by pH — and pH is set by alkalinity.

The Bjerrum ladder · bond by bond
Each step to the right removes an H⁺ and adds a negative charge. Watch the bonds: CO₂ is a rigid linear molecule with two double bonds. Hydration bends it into carbonic acid — a tetrahedral carbon centre with two hydroxyl arms. Stripping the first proton gives bicarbonate, where the remaining negative charge is delocalised across two oxygens (the dashed bonds). Stripping the second gives the flat, symmetric, doubly-charged carbonate ion — the shape that fits into a calcite crystal.
Where the ocean actually sits
The Bjerrum plot. Modern surface seawater sits at pH ≈ 8.1 — the vertical line — deep in bicarbonate territory. Note how close the line has drifted toward the left since 1750 (pH ≈ 8.2): that leftward drift is ocean acidification, and it means less carbonate, which is precisely why shell-builders are under stress and why the ocean's ability to absorb more CO₂ is weakening.
04 / THE MASTER MAP

Every carbon scheme, on one diagram

Here is the payoff. Plot any chemical process by what it does to the two columns — how much it changes DIC (across) and how much it changes alkalinity (up). A single diagonal line splits the whole plane into the ocean inhales and the ocean exhales. Nothing else is needed.

The ΔTA / ΔDIC plane
The rule: if a process raises alkalinity faster than it raises dissolved carbon (ΔTA > ΔDIC), it lands above the diagonal and seawater pCO₂ falls — the sea pulls CO₂ down out of the air. If it lands below, pCO₂ rises and the sea gives CO₂ back. Note where calcification sits: firmly in the exhale half. Note that silicate weathering products land exactly on the line — the ocean neither gains nor loses, because the CO₂ was already captured on land, and the ocean's job is only to hold it. And note that pure alkalinity addition travels straight up: the single most efficient direction on this map.
●
Read the map once and the rest of this page is commentary. Alkalinity is the vertical axis, and up is the direction of drawdown. Ocean alkalinity enhancement points straight up. Enhanced weathering travels up the diagonal. Growing plankton moves sharply left. Building a shell moves down. That is the whole field.
05 / THE PARADOX

Coccolithophores: the shell is made of carbon and made by emitting carbon

Coccolithophores are single-celled algae roughly five micrometres across that armour themselves in intricate plates of calcite. Blooms of the best-known species — Gephyrocapsa huxleyi, long called Emiliania huxleyi — can cover more than 100,000 km² and turn the sea milky turquoise, plainly visible from orbit. Their fossil plates built the White Cliffs of Dover. And the act of building those plates releases CO₂ into the water.

Watch the atoms · calcification, step by step
Two bicarbonate ions and a calcium ion drift together.
Count the carbons. Two go in, riding on two bicarbonate ions. One ends up locked in the solid calcite plate. One walks out as CO₂. The cell has not removed carbon from the water — it has taken two dissolved carbons and converted one of them into a gas that will equilibrate with the atmosphere.
ΔDIC −1 per CaCO₃
ΔTA −2 per CaCO₃
ΔTA / ΔDIC = 2  →  below the line
Result pCO₂ RISES ↑

Alkalinity falls twice as fast as dissolved carbon. That is the entire mechanism. The carbonate ion the cell consumes was worth two units of alkalinity; the carbon atom it consumes is worth one unit of DIC. Take away twice as much of the pulling column as the pushing column, and the water's grip on CO₂ loosens.

One honest refinement before we go further: not all of that CO₂ escapes. Seawater buffering reabsorbs part of it, so the real figure is about 0.6 moles of CO₂ released per mole of CaCO₃ formed, not 1.0. That number has a name — ψ — and it turns out to be the hinge on which the whole coccolithophore question swings. We come back to it in section 8. It also gets worse as the ocean acidifies: ψ climbs toward 1.0 as CO₂ rises and water cools.

So why is chalk made of dead plankton if they emit carbon?

Because of a timescale switch, and it is the single most-confused point in this whole subject.

Both statements are true. They are answers to different questions. A company selling carbon removal is answering the first question, not the second.

The counter-argument: calcite as ballast

There is a real effect pulling the other way, and honest accounting has to include it. Calcite is dense — about 2.7 times the density of seawater. A sinking aggregate of soft organic tissue is barely denser than the water around it and drifts down slowly, giving bacteria weeks to eat it and return its carbon to the dissolved pool. Stud that aggregate with mineral plates and it drops like a stone, outrunning the bacteria and delivering more of its organic carbon to depth. This is the ballast hypothesis, and it is why the relationship between calcifiers and the carbon cycle is genuinely contested rather than simply negative.

Two pumps, opposite signs
The soft-tissue pump moves carbon down and pCO₂ down. The carbonate counter-pump moves carbon down and pCO₂ up. They run through the same organisms, in the same water, at the same time. Which one wins is a question about a ratio — and that ratio is the subject of section 8.
06 / THE ROCK ROUTE

Weathering: the planet's own thermostat, run fast

Over geological time, rain that has absorbed CO₂ dissolves silicate rock, and the resulting alkalinity washes to the sea where it holds carbon as bicarbonate. This is the slow feedback that has kept Earth habitable for billions of years. Enhanced weathering is the proposal to run it on a human schedule by grinding the rock up first.

Route A · Silicate weathering — the four-for-one deal

Olivine dissolution · Mg₂SiO₄
Forsterite olivine is the poster mineral because its stoichiometry is unusually generous: one formula unit consumes four molecules of CO₂, converting each into a bicarbonate ion that the ocean will hold for on the order of 100,000 years. The magnesium goes into solution as a spectator cation whose positive charge is exactly what permits four extra negative bicarbonates to exist.
4 CO₂ consumed per Mg₂SiO₄
ΔTA +4  ·  ΔDIC +4
Theoretical max ~1.25 t CO₂ per t olivine
Durability ~10⁵ years as bicarbonate

Route B · Carbonate weathering — calcification, run backwards

Limestone dissolution · CaCO₃
Look closely: this is the coccolithophore reaction with the arrow reversed. Dissolving limestone consumes a CO₂ and produces two bicarbonates — ΔTA +2, ΔDIC +1, which lands above the diagonal. But half the carbon in the products came out of the rock, not the air, so the net atmospheric benefit is only one CO₂ per formula unit — roughly a quarter of what the same mass of olivine delivers.

Route C · Ocean alkalinity enhancement — skip the rock, add the base

The most direct version of all: manufacture alkalinity and put it in the sea. Slaked lime, Ca(OH)₂, dissolves to give a calcium ion and two hydroxides. Electrochemical approaches split seawater to make a sodium hydroxide stream and a matching acid stream that is disposed of separately. Either way ΔDIC starts at zero and ΔTA jumps — a vector pointing straight up on the master map, the most efficient direction available.

Alkalinity in, CO₂ follows
Adding hydroxide instantly converts bicarbonate into carbonate. That drops the free CO₂ concentration in the water, which opens a gradient across the sea surface, and over the following months the atmosphere refills it. The removal is not the dissolving — the removal is the slow inhale that follows. This is why "equilibration efficiency" is the number that matters, and why an alkalinity plume released in the wrong place, or subducted below the surface before it can breathe, delivers a fraction of its paper value.

Where it gets hard

07 / THE LIVING ROUTE

Growing plankton: the biggest carbon pump on Earth, and the hardest to sell

Every year, microscopic algae in the sunlit surface ocean fix roughly as much carbon as all land plants combined. A fraction of that sinks out of the surface as dead cells, faecal pellets and aggregates — "marine snow". This is the biological pump, and it is why the deep ocean holds more carbon than the atmosphere.

Photosynthesis, in Redfield proportions
The stoichiometry of plankton growth is remarkably consistent — roughly 106 carbons to 16 nitrogens to 1 phosphorus, the Redfield ratio. Two things happen at once here. Dissolved carbon plunges: ΔDIC −106. And alkalinity rises slightly, ΔTA +17, because every nitrate ion the cell absorbs takes a negative charge out of solution with it. Both effects push pCO₂ down — which is why this vector points so steeply into the inhale half of the master map.
⚠
The sentence that decides whether any plankton scheme is real: fixing carbon at the surface lowers the DIC of that surface water — but nothing has been removed from the atmosphere until the air refills that deficit across the sea surface. That exchange takes months to a year. If the water sinks, mixes away, or the carbon is eaten and released before the inhale completes, the paper removal never happened.

Depth is durability

Carbon that sinks is not gone; it is only away, and for a length of time set almost entirely by how deep it got before something ate it. Sinking flux falls off sharply with depth — the Martin curve — because bacteria and zooplankton intercept most of the falling material in the first few hundred metres and respire its carbon straight back into dissolved form.

How long does it stay down?
The clock is not set by the sinking — it is set by the ventilation age of the water the carbon lands in: how long until that parcel of water next touches the surface and can breathe. This is why the depth a project can honestly claim is the single largest lever on the durability it can sell, and why "below the thermocline" and "permanent" are very different statements.

The cautionary history: iron fertilisation

The idea of stimulating plankton to draw down carbon is not new. Thirteen major open-ocean iron fertilisation experiments were run between 1993 and 2009. They reliably produced blooms. What they did not reliably produce was measurable, durable carbon export — and the field's own verdict became markedly more cautious as a result.

08 / THE DECIDING NUMBER

The rain ratio: how much shell per unit of flesh

Sections 5 and 7 described two pumps running in the same water with opposite signs. Which one wins is settled by a single ratio: how much mineral carbon (PIC) a plankton community exports per unit of organic carbon (POC). This is the rain ratio, and the threshold is not where most people guess.

Where the number 1.65 comes from

Not all the CO₂ released by calcification escapes — seawater's buffering absorbs some of it. Frankignoulle and colleagues (1994) named that fraction ψ: the moles of CO₂ actually released per mole of CaCO₃ precipitated.

ψ ≈ 0.6 mol CO₂ per mol CaCO₃
threshold = 1 / ψ
≈ 1.65 PIC : POC

One unit of organic carbon fixed removes one unit of DIC. One unit of calcite formed releases only 0.6. So it takes about 1.65 units of calcite to cancel one unit of soft tissue — not 1.0, which is the shorthand you will often see and which is off by about 65%.

One axis decides the sign
Measured PIC:POC across coccolithophore species spans roughly 0.17 to 2.08, and Gephyrocapsa huxleyi — the species long known as Emiliania huxleyi — usually sits between about 0.16 and 1.2. Which means most real coccolithophores land below the threshold: taken as whole organisms, at the moment of growth, they are typically a modest net CO₂ sink.
⚠
Both popular claims are wrong. "Coccolithophores lock carbon away in their shells" is wrong — the shell-building step is a CO₂ source. But "coccolithophores are CO₂ emitters" is an over-correction — the same cell photosynthesises, and for most species the organic half wins. The honest statement is narrower and more useful: calcification is a carbon cost that the organism's photosynthesis has to pay for, and how much is left over depends on the species, the season and the strain.

Three further complications keep this from being a clean calculation:

09 / SIDE BY SIDE

The routes, compared honestly

The same seven columns for every approach. The one to read first is "what it does to the ledger" — it predicts the rest.

Approach Mechanism Effect on the ledger CO₂ accounting Durability Maturity The main doubt
10 / THE HARD PART

None of this is the hard part. Proving it happened is.

Everything above is textbook chemistry. It is not in dispute. The reason marine carbon removal is difficult has almost nothing to do with the reactions and almost everything to do with the fact that you cannot put a meter on the ocean. The removal happens as a diffuse, months-long inhale across a moving patch of sea. There is no flue to measure. There is only a model with a measured input.

⚠
Sit with the first two numbers together. Roughly 600,000 tonnes contracted against roughly 730 tonnes independently verified. That is not an accusation against anyone in particular — it is simply what a market of forward promises looks like before the verification catches up.

Four things worth knowing about how this market actually behaves

11 / A COMPANY IN THIS SPACE

Gigablue: where their idea sits on this map

Gigablue is a marine carbon-removal company operating in New Zealand waters. Their approach belongs to the biological pump family from section 7 — not the alkalinity family — which means the questions that decide whether it works are the export-and-durability questions, not the chemistry ones.

The concept, as described
An engineered particle is released at the surface. Algae grow on it, fixing dissolved carbon by photosynthesis. The loaded particle sinks below the thermocline, carrying that carbon out of contact with the atmosphere. It is the biological pump with a manufactured substrate — and note where the atmospheric removal actually lives on this diagram: not in any of the four steps, but in the air-to-sea inhale that has to refill the dissolved carbon the algae consumed.
What the company says
    What is publicly documented

      What independent scientists have said

      This is contested territory and it would be dishonest to present it otherwise. The criticism below is attributed; it is reporting on what named researchers and journalists have said, not a verdict of ours.

      The questions that would settle it

      ⚠
      Read this section as a case study in where the hard part lives. Nothing about growing algae on a particle is chemically doubtful. The doubt is entirely about the two things this whole page has been building toward: did the atmosphere actually inhale, and did the carbon actually stay down? Those are the questions to ask of any marine CDR company, including this one.
      WATCH

      If you would rather be told than read

      Four videos worth the time, chosen for accuracy rather than production values.

      Links open on YouTube — not embedded here.

      REFERENCE

      Glossary