Coal, Gas and Combustion: The Incumbent and Its Economics
The only generation technology whose fate is decided by a price it does not control — why the cheapest plant to build is so often the most expensive to run, and why a fleet can become uneconomic without any of its costs changing.
Musk Practical Energy Guide · Part 2 — Power Generation · Chapter 10 of 80 · 32 min read
Every technology in this part of the guide has been measured, implicitly, against one incumbent. Solar is cheap compared with what. Nuclear is expensive compared with what. Hydro is flexible compared with what. The answer, for most of the last century and still for a substantial share of the world’s electricity today, is a fire under a boiler.
Combustion is the oldest way humans make electricity and remains the most widely deployed. It is also the only generation technology in this series whose economics are dominated not by what it costs to build but by what it costs to run — and that single structural fact explains almost everything about how coal and gas plants behave, why they are dispatched in the order they are, why the cheapest plant to build is so often the most expensive to operate, and why a fleet that took eighty years to construct can become uneconomic in a decade without a single unit failing.
This chapter builds combustion from the chemistry up: why a coal plant is stuck near a third and a modern gas plant reaches nearly two-thirds, what a heat rate is and why it is the only efficiency number the industry actually trades on, how the merit order sets prices in markets where combustion supplies a shrinking minority of the energy, and why the carbon price that flips coal to gas is a calculation anyone can do in four lines.
10.1 — Combustion is a chemistry problem in engineering clothing
Burning a fossil fuel is an oxidation reaction. Carbon and hydrogen locked in the fuel combine with oxygen from the air, and the products — carbon dioxide and water — sit at a lower energy state than the reactants. The difference is released as heat.
CH₄ + 2 O₂ → CO₂ + 2 H₂O + heat
Methane, the dominant component of natural gas
C + O₂ → CO₂ + heat
Carbon, the dominant component of coal
Everything else in a thermal power station is machinery for turning that heat into rotation. And because it is heat, Chapter 3’s constraint applies without appeal: a heat engine cannot convert all of it. The Carnot limit — one minus the ratio of the cold absolute temperature to the hot one — is not an engineering target that better materials will eventually beat. It is the ceiling that every combustion plant is built underneath.
Technical framing
Which leaves engineers exactly two levers: raise the hot temperature, or lower the cold one. The cold end is the ambient environment — a river, the sea, the air — and is essentially fixed near 30–40 °C. So the entire history of thermal power plant development is the history of firing hotter without the machine melting.
10.2 — The Rankine cycle: coal’s heat engine
A coal plant does not send combustion gases through the turbine. It burns coal in a furnace to heat water in tubes lining the walls, converts that water to steam, superheats the steam well above its boiling point, expands it through a turbine, and then condenses it back to water so a pump can return it to the boiler. Water is the working fluid and it never leaves the loop; the fire is on the outside.
This is the Rankine cycle, and the reason for the architecture is practical rather than theoretical. Coal combustion produces ash, sulphur, chlorine and abrasive particulates. Nothing you would willingly pass through a precision turbine. Separating the fire from the working fluid means the turbine sees only clean steam, at the cost of an extra heat-transfer step and everything that comes with it: a boiler the size of a building, hours to warm up, and a hard ceiling on temperature set by what the boiler tubes can survive.
In plain English
The condenser also explains the plumes. What leaves a cooling tower is water vapour carrying away the heat the cycle could not convert — roughly two units rejected for every unit of electricity produced. The chimney is a separate structure carrying combustion products, and it is much less visible.
10.3 — Subcritical, supercritical, ultra-supercritical
If the only lever is temperature, the whole engineering programme becomes: push steam conditions higher. Above 22.1 MPa and 374 °C water reaches its critical point, beyond which liquid and vapour stop being distinguishable — there is no boiling, no bubble, no phase boundary, just a single dense fluid. A plant operating above that point is called supercritical, and the terminology of the industry follows directly.
| Class | Typical steam conditions | Net efficiency | Where you find it |
|---|---|---|---|
| Subcritical | ≈16 MPa · 540 °C | 33–37% | The bulk of the world’s installed coal fleet, most of it built before 2000 |
| Supercritical | ≈24 MPa · 565–600 °C | 38–41% | The standard new-build class from the 1990s onward |
| Ultra-supercritical | ≈28 MPa · 600–620 °C | 43–46% | Best commercially proven coal, common in recent Chinese, Japanese and Indian builds |
| Advanced ultra-supercritical | ≈35 MPa · 700 °C | 47–50% (target) | Demonstration only — blocked on nickel-alloy cost and creep behaviour, not on theory |
The pattern in Figure 10.1 is worth sitting with. Moving from subcritical to ultra-supercritical raises the Carnot ceiling by only about three percentage points — from 61.5% to 64.9% — because absolute temperature is measured from −273 °C and 540 °C to 620 °C is a modest fractional change. Nearly all the real gain comes from capturing a larger share of that ceiling: 59% of Carnot for the subcritical unit against 69% for the ultra-supercritical one, won through better blade aerodynamics, reheat stages, feedwater heating and lower auxiliary loads.
Important
10.4 — The Brayton cycle: the gas turbine
A gas turbine takes the opposite approach. Air is drawn in, compressed to fifteen or thirty times atmospheric pressure, mixed with fuel and burned continuously, and the hot high-pressure gas expands through turbine blades on its way out. There is no boiler, no steam and no condenser. The combustion products are the working fluid.
That is the Brayton cycle, and it is the same machine that powers a jet aircraft — many industrial gas turbines are directly derived from aero engines. Two consequences follow immediately, and they define the technology.
- •It can fire far hotter. Turbine inlet temperatures of 1,400–1,600 °C are routine, against 540–620 °C for steam, because the blades are cooled internally by compressor air and coated with ceramic thermal barriers. The gas is hotter than the metal’s melting point; the metal survives because it is being actively refrigerated.
- •It needs a clean fuel. Combustion products pass straight through the turbine, so ash and sulphur are not merely undesirable, they are disqualifying. This is why gas turbines burn natural gas or distillate and coal does not go anywhere near one without first being gasified.
Yet an open-cycle gas turbine reaches only about 38% — barely better than a subcritical coal plant, despite firing nearly a thousand degrees hotter. Figure 10.1 shows why. The exhaust leaves at roughly 550 °C and goes up the stack. The machine has an excellent hot end and a catastrophically bad cold end, and Carnot punishes the cold end just as hard.
In plain English
10.5 — Combined cycle: two engines in series
A combined-cycle gas turbine routes the exhaust into a heat recovery steam generator, which raises steam, which drives a second turbine, which rejects to a condenser at ambient temperature. The Brayton cycle sits on top; the Rankine cycle sits underneath and picks up what the first one discarded. Roughly two-thirds of the output comes from the gas turbine and one-third from the steam turbine.
The result is the most efficient prime mover ever built for grid electricity: about 62% net for a modern unit, with the best machines quoted above 64%. Figure 10.1 shows the mechanism precisely — the hot end stays at gas-turbine temperature while the cold end drops from a 550 °C stack to a 40 °C condenser, and the Carnot ceiling jumps from 51% to 83%.
Important
The same logic extends further. In combined heat and power, the steam cycle’s low-grade reject heat — useless for making electricity — is sold as district heating or process steam, pushing total fuel utilisation past 80%. That is a different measure from electrical efficiency and the two should never be compared directly, but the principle is the same: stop rejecting heat that someone downstream can still use.
10.6 — Heat rate: the industry’s currency for efficiency
Thermal efficiency is a physicist’s number. The number traded, contracted and dispatched on is its reciprocal, called heat rate: the fuel energy required per unit of electricity out.
Heat rate = 3.6 ÷ η
1 MWh = 3.6 GJ, so heat rate in GJ/MWh is simply 3.6 divided by efficiency
A 36% subcritical coal plant has a heat rate of 10.0 GJ/MWh. A 45% ultra-supercritical unit needs 8.0. A 62% CCGT needs 5.81. In markets that quote imperial units the same numbers appear as 9,478, 7,583 and 5,506 Btu/kWh. Lower is better, which catches people out the first time.
Technical framing
Two cautions. First, quoted heat rates are usually for new and clean equipment at full load; real plants degrade with fouling, wear and seal leakage, and a unit held at 50% load can be several percentage points worse than its nameplate. Second, fuel energy can be quoted on a higher or lower heating value basis — the difference is whether the energy in the water vapour of combustion is counted — and for natural gas the two differ by roughly 10%. A 60% LHV efficiency is about 54% HHV. Comparisons across jurisdictions frequently mix the two and produce arguments about nothing.
10.7 — Fuel cost per megawatt-hour
With a heat rate and a fuel price, the number that governs everything else falls out immediately.
Fuel cost ($/MWh) = heat rate (GJ/MWh) × fuel price ($/GJ)
The single most consequential arithmetic in thermal generation
Worked example 10.1 — From heat rate to the number that decides dispatch
Take an ultra-supercritical coal unit at 45% and a combined-cycle gas plant at 62%, with coal at $3/GJ (roughly $75 a tonne for 25 GJ/t material) and gas at $8/GJ.
Coal: heat rate = 3.6 ÷ 0.45 = 8.00 GJ/MWh → 8.00 × $3 = $24.0/MWh
CCGT: heat rate = 3.6 ÷ 0.62 = 5.81 GJ/MWh → 5.81 × $8 = $46.5/MWh
Add variable operations and maintenance — about $5/MWh for coal, $3 for a CCGT — and the short-run marginal costs are roughly $29.0 and $49.5 per MWh. Coal is the cheaper machine to run by a wide margin, at these prices.
Now invert the question, because this is how the switching decision is actually made. What gas price would put the CCGT level with the coal unit on fuel alone?
$24.0 ÷ 5.81 GJ/MWh = $4.13/GJ
Below roughly $4/GJ, gas displaces coal on pure economics with no policy involved whatsoever. That single threshold, and not any environmental programme, is what collapsed United States coal generation after 2009: shale drove the delivered gas price through it. Note also that the CCGT’s efficiency advantage does real work here — at a 38% open-cycle heat rate the same $4.13/GJ gas would cost $39/MWh, and nothing would switch.
Important
10.8 — The merit order and who sets the price
A wholesale power market dispatches plants in ascending order of short-run marginal cost until supply meets demand. That ordering is the merit order, introduced in Chapter 4 and now filled in with the actual numbers from the previous section. Zero-fuel renewables sit at the bottom, then nuclear, then coal, then gas, then peaking plant.
The rule that makes this matter is marginal pricing: every dispatched plant is paid the offer of the last plant required, not its own. So the market price is set by the most expensive machine running, which in most systems most of the time is a combustion plant — even where combustion supplies a minority of the energy.
In plain English
The gap between a plant’s own marginal cost and the clearing price is infra-marginal rent, and it is not a windfall in any pejorative sense — it is how capital-intensive plant recovers capital in an energy-only market. It is also volatile: in Figure 10.3 the same fleet earns about $0.5m an hour of rent at off-peak demand and $3.3m at peak, with no change in any plant’s cost. A solar farm’s revenue therefore depends on a gas price, and its timing depends on when the expensive plant is needed — which is exactly the mechanism behind the value deflation discussed in Chapters 6 and 7.
10.9 — The screening curve
Marginal cost decides which plant runs tonight. A different calculation decides which plant gets built, and it is the reason generation fleets contain several technologies rather than only the cheapest one.
Take the annual cost of owning one kilowatt of capacity — capital repayment plus fixed operations and maintenance — and add the cost of running it, which depends on how many hours it runs. That produces a straight line per technology: intercept set by capital, slope set by fuel. Plot all of them together and you have a screening curve.
Worked example 10.2 — Why a peaker beats a CCGT below a 17% capacity factor
Annualise the capital first. At an 8% cost of capital over 25 years the capital recovery factor is 0.0937, so each $1,000/kW of capital costs $93.70 per kW-year.
OCGT: $800/kW × 0.0937 + $12 fixed O&M = $86.9/kW-yr · $80.8/MWh to run
CCGT: $1,200/kW × 0.0937 + $22 fixed O&M = $134.4/kW-yr · $49.5/MWh to run
Coal: $2,200/kW × 0.0937 + $60 fixed O&M = $266.1/kW-yr · $29.0/MWh to run
At a 10% capacity factor, one kilowatt produces 876 kWh a year:
OCGT: 86.9 + 0.876 × 80.8 = $157.7/kW-yr → $180/MWh
CCGT: 134.4 + 0.876 × 49.5 = $177.7/kW-yr → $203/MWh
At a 40% capacity factor the ordering reverses:
OCGT: 86.9 + 3.504 × 80.8 = $370/kW-yr → $106/MWh
CCGT: 134.4 + 3.504 × 49.5 = $308/kW-yr → $88/MWh
Setting the two lines equal gives the crossing exactly: (134.4 − 86.9) ÷ (707.7 − 433.2) = 0.173. Below a 17% capacity factor the peaker is genuinely the right machine; above it, the CCGT is. Repeating the exercise for CCGT against coal gives 73%.
Important
The screening curve also explains why every crossing point is a hostage to assumptions. Raise the cost of capital and the capital-heavy technologies move up; raise the gas price and the gas lines steepen; add a carbon price and the coal line steepens faster than either. This is the same LCOE machinery as Chapter 4, but plotted so the sensitivity is visible rather than buried in a single quoted number.
10.10 — Three roles: baseload, mid-merit and peaking
| Role | Typical capacity factor | Cost structure | Typical plant |
|---|---|---|---|
| Baseload | 70–90% | High capital, low marginal cost. Recovers capital over many hours. | Nuclear, ultra-supercritical coal, run-of-river hydro |
| Mid-merit | 25–60% | Moderate capital, moderate marginal cost. Follows load and net load. | CCGT, reservoir hydro, older coal |
| Peaking | 2–15% | Low capital, high marginal cost. Recovers capital in very few hours. | OCGT, reciprocating engines, short-duration batteries |
These are economic categories, not engineering ones. Nothing prevents a CCGT running 5% of the year; it is simply an expensive way to own a peaker. And the categories are not stable — as renewables displace energy without displacing capacity, plants migrate down the table. A coal unit built as baseload and now running 40% of the year has been recategorised by the market as mid-merit while its balance sheet still assumes baseload.
Worked example 10.3 — The plant that runs 300 hours a year
A 100 MW open-cycle peaker at $86.9/kW-year owes $8.69m annually before it burns anything. Suppose it is called on for 300 hours — a 3.4% capacity factor, which is unremarkable for this class of asset.
Energy sold: 300 h × 100 MW = 30,000 MWh
Fixed cost recovery needed: $8,690,000 ÷ 30,000 MWh = $290/MWh
Required average price: $290 + $80.8 marginal = $371/MWh
The plant is not viable at $60/MWh, or $150/MWh, or even $300/MWh. It requires prices several times the annual average, occurring in precisely the hours it is available. This is the origin of scarcity pricing, and of the “missing money” problem: if a market caps prices below what a peaker needs, the peaker does not get built, and the capacity it would have provided goes missing at the worst possible moment. Capacity markets, strategic reserves and reliability options are all attempts to pay for that availability directly rather than hoping a price spike arrives.
10.11 — Minimum load, ramping and the cost of turning down
A thermal plant cannot be turned down to zero and left running. Below a minimum stable load the flame becomes unstable, steam temperatures fall out of specification and emissions control equipment stops working properly. Typical floors are 40–50% of rated output for older coal, 25–35% for modern coal, and 20–40% for a CCGT depending on configuration.
Two consequences follow, both increasingly important as renewable penetration rises.
- •Efficiency falls at part load. A plant at minimum load may be three to six percentage points less efficient than at full load, so its heat rate — and therefore its marginal cost and its emissions per megawatt-hour — get worse exactly when it is producing least.
- •Minimum load competes with renewables. A coal unit that must stay at 40% to be available for the evening peak is occupying 40% of its capacity in the middle of a sunny afternoon. In systems with a lot of must-run thermal plant, this is a direct cause of solar and wind curtailment — the renewable energy is free and it is thrown away because the thermal fleet cannot get out of the way.
Ramp rate is the companion constraint: how fast output can change once running, usually quoted in percent of capacity per minute. Coal manages roughly 1–3% per minute, a CCGT 4–8%, an open-cycle machine 10–20%, and a reciprocating engine or battery effectively instantaneously. As net load ramps steepen — the duck curve of Chapter 5 — ramp capability becomes a separately valuable product, and a slow plant can be technically available and commercially useless.
10.12 — Start-up cost and cycling damage
| Plant | Cold start to full load | Indicative start cost | What limits it |
|---|---|---|---|
| Coal, subcritical | 6–12 hours | $50,000–150,000 per start | Thick-walled boiler drums and headers must be warmed slowly to limit thermal stress |
| Coal, supercritical | 4–8 hours | $40,000–120,000 per start | Once-through boiler is faster than a drum unit but still thermally massive |
| CCGT | 30 minutes – 3 hours | $10,000–40,000 per start | The gas turbine is quick; the steam turbine and its heat recovery unit are not |
| OCGT | 5–15 minutes | $2,000–10,000 per start | Little thermal mass — this is the product being sold |
| Reciprocating engine | 1–5 minutes | Very low | Small units started in sequence; designed for frequent cycling |
Start-up costs are not mainly fuel. They are the accounting for damage. Every thermal cycle puts a plant’s thick-walled components through expansion and contraction, and repeated cycling consumes creep-fatigue life in headers, drums, rotors and casings. A unit designed for a few hundred starts over thirty years and now performing three hundred a year is spending design life at roughly thirty times the intended rate.
Important
10.13 — Carbon dioxide from first principles
Carbon intensity does not have to be looked up. It follows from the chemistry of the fuel and the efficiency of the plant, and deriving it once makes every quoted figure in the field readable.
Worked example 10.4 — Deriving the emission factors, then the intensities
Start with the reactions. Burning carbon adds two oxygen atoms, so 12 grams of carbon produce 44 grams of CO₂ — a mass multiplier of 3.67.
Coal: 1 t at 25 GJ/t with ≈660 kg carbon → 660 × 3.67 = 2,420 kg CO₂
2,420 kg ÷ 25 GJ ≈ 97 kg CO₂/GJ — call it 95 for typical bituminous coal
Methane is CH₄: 16 grams of fuel yield 44 grams of CO₂, a multiplier of 2.75, and at a lower heating value near 50 MJ/kg each gigajoule burns 20 kg of it.
Gas: 20 kg × 2.75 = 55 kg CO₂/GJ — the standard figure is 56
Now multiply each by the plant’s heat rate:
Subcritical coal: 10.0 GJ/MWh × 95 = 950 kg CO₂/MWh
Ultra-supercritical coal: 8.0 × 95 = 760 kg CO₂/MWh
CCGT: 5.81 × 56 = 325 kg CO₂/MWh
The fuels differ by 1.7× in carbon per unit of energy. The plants differ by 2.9× at the meter. Efficiency did over half the work — which is why replacing an old coal unit with a new one is a real emissions measure, and why the same argument caps out quickly.
Hydrogen content is the other half of the story. Coal is mostly carbon; natural gas is mostly CH₄, and roughly a quarter of its combustion energy comes from oxidising hydrogen to water rather than carbon to CO₂. Gas is not a cleaner fuel because it is handled better. It is a cleaner fuel because a meaningful fraction of what is burning is not carbon at all.
10.14 — The other emissions
Carbon dioxide dominates the climate discussion and almost none of the public health one. The pollutants that kill people are local, and the control technology for each is mature, expensive and specific.
| Pollutant | Origin | Control technology | Practical note |
|---|---|---|---|
| Sulphur dioxide (SO₂) | Sulphur in the coal itself | Flue gas desulphurisation — limestone scrubbing | Removes 90–98%, consumes 1–2% of plant output, produces gypsum and needs water |
| Nitrogen oxides (NOₓ) | Nitrogen in the combustion air at high flame temperature | Low-NOₓ burners, selective catalytic reduction | Formed from the air, so gas turbines produce it too — hotter firing makes it worse |
| Particulate matter | Mineral ash carried in the flue gas | Electrostatic precipitators, fabric filters | 99%+ removal is standard; PM2.5 is the fraction that reaches the deep lung |
| Mercury and trace metals | Trace elements in coal | Activated carbon injection, co-benefit of other controls | Bioaccumulates through aquatic food chains; small quantities, long persistence |
| Ash and residues | Non-combustible mineral content, 5–20% of coal by mass | Dry handling, landfill, cement and construction reuse | Wet ash ponds are a structural failure risk and a groundwater contamination pathway |
Three points are worth carrying forward. Control equipment consumes energy, so a fully controlled plant has a worse heat rate and higher CO₂ per megawatt-hour than an uncontrolled one — cleaning the local air costs a little climate. Gas turbines produce essentially no SO₂, particulates or mercury, but they do produce NOₓ, because that comes from the air rather than the fuel. And the health burden is overwhelmingly a coal burden: on any accounting of deaths per unit of energy, coal is orders of magnitude worse than gas, which is in turn worse than anything in Chapters 6 to 9.
10.15 — Water, and the constraint nobody prices
A steam cycle needs a cold end, and the cold end needs a heat sink. For a thermal plant that means water, air, or an expensive compromise between them.
| Cooling method | Water withdrawn | Water consumed | Trade-off |
|---|---|---|---|
| Once-through | Very large — 100–200 m³ per MWh | Small | Cheapest and most efficient, but needs a river, lake or coast and warms it measurably |
| Wet cooling tower | Modest | Large — 1.5–3 m³ per MWh evaporated | The standard inland solution; the plume is the plant’s water bill leaving |
| Dry / air-cooled condenser | Almost none | Almost none | Enables siting in arid regions, but costs more capital and 2–7% of output on hot days |
Important
10.16 — Upstream methane
Everything in Section 10.13 measured emissions at the stack. For gas, that understates the total, because methane leaks between the wellhead and the burner tip — at wells, gathering lines, compressors, processing plants, pipelines and distribution networks.
Methane is a far more potent greenhouse gas than CO₂ while it lasts: roughly 30 times over a hundred-year horizon and 80 times over twenty years, because it oxidises in the atmosphere within about a decade. Which horizon is used changes the conclusion, and the choice is a value judgement rather than a scientific one.
Worked example 10.5 — What a 2.3% leak rate does to the gas advantage
At 50 MJ/kg, each gigajoule delivered to the plant represents 20 kg of methane. If 2.3% of production leaks, then for every 20 kg burned about 0.47 kg escaped upstream.
Leaked per GJ delivered: 20 × (0.023 ÷ 0.977) ≈ 0.47 kg CH₄
As CO₂-equivalent at GWP₁₀₀ = 29.8: 0.47 × 29.8 ≈ 14 kg CO₂e/GJ
CCGT: 5.81 GJ/MWh × 14 ≈ 81 kg CO₂e/MWh on top of 325
The CCGT goes from 325 to about 406 kg CO₂e/MWh, and gas’s advantage over subcritical coal narrows from 2.9× to 2.3×. On a twenty-year horizon, where methane is weighted around 80 rather than 30, the advantage would narrow further still.
The number to fight about is the leak rate, not the chemistry. Measured rates vary from well under 1% in tightly regulated systems to several percent in some producing basins, and satellite and aircraft measurements have generally found more leakage than inventories assumed. It is also the cheapest emissions problem in this chapter to fix: leaks are point sources, detectable, and the escaping product has commercial value.
10.17 — Carbon capture and the energy penalty
If combustion is going to continue, the obvious move is to catch the CO₂ before it leaves the stack. The chemistry works and has for decades: flue gas is contacted with an amine solvent that absorbs CO₂, the solvent is heated to release it, and the concentrated gas stream is compressed and injected underground.
The difficulty is that both steps — regenerating the solvent and compressing the gas — consume energy, and that energy comes out of the plant’s own output. The energy penalty is typically 8–12 percentage points of efficiency for post-combustion capture on a CCGT, and more on coal because there is more CO₂ per megawatt-hour and it is more dilute in the flue gas.
Technical framing
The economics compound the same way. Capture adds capital, adds fixed O&M, and raises the fuel bill per unit sold, so it makes an already fuel-heavy technology more fuel-heavy — and then requires a CO₂ transport and storage system with its own capital, its own liability and its own permitting. Capture is most defensible where the CO₂ stream is already concentrated and there is no alternative process route, which describes cement and some industrial applications far better than it describes power generation competing against $30/MWh solar.
10.18 — The carbon price that switches coal to gas
Fuel switching is the fastest emissions lever available to an existing power system, because it requires no construction at all — only a change in dispatch order. And the price at which it happens is a four-line calculation.
Worked example 10.6 — Finding the switching price
Coal runs at $29.0/MWh and emits 0.950 t CO₂/MWh. The CCGT runs at $49.5/MWh and emits 0.325 t. A carbon price of p dollars per tonne adds to each in proportion to its emissions, so set the two totals equal.
29.0 + 0.950p = 49.5 + 0.325p
0.625p = 20.5
p = $32.8 per tonne CO₂
Above roughly $33/tonne the gas plant moves ahead of the coal plant in the merit order, and the switch happens through ordinary economic dispatch. But the answer is a hostage to the gas price: at $10/GJ the CCGT’s marginal cost rises to $61.1/MWh and the required carbon price becomes $51/tonne. At $6/GJ it falls to about $15.
This is why the same carbon price produces dramatic emissions reductions in one country and nothing at all in another. A carbon price does not switch fuels; it switches fuels at a given fuel price ratio. The single most useful question to ask of any carbon pricing proposal is what gas and coal prices it assumes, and how far they can move before the policy stops doing anything.
10.19 — Why plants stay open
Given the arithmetic above, a reasonable person would expect uneconomic coal plants to close promptly. They frequently do not, and the reasons are worth understanding because they recur across every asset class in this guide.
- •Sunk capital is sunk. A plant whose construction cost is already spent only needs to cover its going-forward costs to be worth running. It can be a disastrous investment and a rational operation simultaneously.
- •Contracts outlive economics. Long-term power purchase agreements and take-or-pay fuel and rail contracts can oblige payment whether or not the plant runs, which makes running it the cheaper of two bad options.
- •Capacity payments. Where a market pays for availability rather than energy, a plant can earn most of its revenue from being ready and very little from generating.
- •Reliability obligations. A system operator may simply refuse to permit closure if the unit is needed for local voltage support, transmission constraints or winter adequacy — sometimes with an out-of-market payment attached.
- •The rest of the balance sheet. Closure crystallises decommissioning, site remediation, ash pond liabilities and redundancy costs immediately, while continuing to operate defers them.
- •Employment and regional politics. Coal plants and the mines feeding them are often the economic base of a specific region, and that is a real consideration, not an irrational one.
Important
10.20 — Gas as the bridge, and the residual load argument
Gas is routinely described as a transition fuel. The claim has a strong version and a weak version, and they are worth separating.
The strong version is the substitution argument: replacing coal generation with gas generation roughly halves emissions per megawatt-hour immediately, using proven technology and existing supply chains. Section 10.16 is the caveat — the halving is closer to a 2.3× reduction once upstream methane is counted, and worse on a twenty-year warming horizon — but the direction is not in dispute.
The weak version, and the more durable one, is the flexibility argument. A grid built on variable renewables needs something to cover residual load: the demand remaining after wind and solar have contributed. That residual is small in energy terms and enormous in capacity terms, and it appears at inconvenient times — still winter evenings, multi-day weather systems, the tail of the distribution that storage sized for a normal day does not reach. An open-cycle gas turbine covers exactly that shape: cheap to own, expensive to run, fast to start, and used rarely. Section 10.10’s screening curve says a plant expected to run 3% of the year should be a peaker.
Technical framing
The risk in the bridge argument is duration. Gas plant is built with a 25 to 30 year cost recovery, and a bridge financed over thirty years is a destination for anyone making decisions on a fifteen-year view. The honest version of the argument specifies the capacity factor the plant is expected to run at over its life, and prices the asset accordingly — which almost no financing case does.
10.21 — India and the coal question
India generates roughly three-quarters of its electricity from coal and has the world’s fastest-growing electricity demand. Both facts have to be held at once, and the arithmetic of this chapter explains why the transition looks different here than in systems with flat or falling demand.
- •Growth changes the question. Where demand is flat, adding renewables displaces coal generation directly. Where demand is growing several percent a year, renewables can be added at record pace and coal generation can still rise in absolute terms. Both headlines are true simultaneously and describe the same system.
- •The fleet is young. A large share of Indian coal capacity was built after 2010, so the stranded-asset arithmetic of Section 10.19 has decades of accounting life still to run — a very different position from a fifty-year-old American or European unit.
- •Domestic coal is cheap and imported gas is not. The coal-to-gas switch of Section 10.18 assumes a gas price that Indian generators largely do not see. India has substantial gas capacity running at low utilisation because the fuel is too expensive to dispatch, which is the switching calculation running in reverse.
- •Flexibility is the near-term product. With solar being added at very large scale, the binding problem is increasingly the evening ramp rather than midday energy. That makes coal plant flexibilisation — lowering minimum load, improving ramp rates — and pumped storage and batteries the pressing investments, rather than a straight fuel substitution.
- •Air quality is a separate and more urgent lever. Section 10.14’s controls deliver health benefits that do not depend on climate policy at all, and enforcement of flue gas desulphurisation and particulate standards on the existing fleet is a larger near-term public health intervention than any plausible change to the generation mix.
10.22 — The deeper lesson
Combustion is the only technology in this part of the guide whose fate is decided by a number it does not control. Solar, wind, nuclear and hydro spend their money up front and then run; their risk is construction cost, interest rates and, for the variable ones, when the resource shows up. A coal or gas plant spends comparatively little up front and then buys its output, one gigajoule at a time, in a commodity market that can double in a year.
That single structural fact generates everything in this chapter. It puts combustion at the top of the merit order and therefore in charge of the price. It makes the screening curve the right tool for deciding what to build, and the capacity factor — not the cost per kilowatt — the variable that decides which technology wins. It means a fleet can be rendered uneconomic without any of its costs changing, purely by losing hours. And it makes fuel switching, uniquely, an emissions lever that operates through dispatch rather than construction, which is why it is the fastest one available and the most sensitive to prices nobody in the power sector sets.
- •Efficiency basis — higher or lower heating value? Roughly 10% apart for gas, and most cross-country arguments are secretly this.
- •Heat rate — new and clean at full load, or as the plant actually runs? Part load and fouling both make it worse.
- •Fuel price assumed — every marginal cost, levelised cost and switching price in this chapter hangs off a delivered $/GJ.
- •Capacity factor assumed — above or below the screening crossover? This, not cost per kilowatt, decides which technology is correct.
- •Cost of capital — sets the intercept of every screening line. It punishes capital-heavy plant and barely touches a peaker.
- •Emissions boundary — stack only, or upstream included? Worth about a quarter of a CCGT’s carbon intensity.
- •Warming horizon — GWP over a hundred years or twenty? It changes the coal-versus-gas comparison materially.
- •Cycling regime — starts per year against the design assumption. This is the maintenance cost that never appears in a levelised cost figure.
That closes Part 2. Every technology in it answers the same question — how is a megawatt-hour made, and what does the next one cost? Chapter 11 opens Part 3 by changing the question entirely. Storage makes nothing. It moves electricity that already exists from a moment when it is abundant to a moment when it is valuable, and in doing so it turns the variable resources of Chapters 6 and 7 into something a grid operator can dispatch.
Chapter summary
- ✓Combustion is oxidation: the fuel’s carbon and hydrogen combine with oxygen and release heat. Everything else in a thermal plant is machinery for converting that heat to rotation.
- ✓Because it is a heat engine, a combustion plant pays the Carnot penalty in full, and the only two levers are firing hotter or rejecting colder. The cold end is the environment, so the entire engineering history is about temperature.
- ✓The Rankine cycle separates the fire from the working fluid so a dirty fuel can drive a clean turbine — at the cost of a boiler, hours of warm-up and a hard temperature ceiling.
- ✓Subcritical to ultra-supercritical raises the Carnot ceiling by only three points; almost all the real gain is in capturing a larger share of it, from 59% to 69%.
- ✓A gas turbine fires at 1,400–1,600 °C but dumps its exhaust at 550 °C, which is why open cycle reaches only about 38% despite the far hotter fire.
- ✓Combined cycle stacks a steam cycle under the gas turbine, moving the cold end from a hot stack to a condenser. The Carnot ceiling jumps from 51% to 83% and net efficiency reaches 62%.
- ✓Heat rate — 3.6 ÷ efficiency, in GJ/MWh — is the number the industry actually trades on, because it multiplies straight against a fuel price to give a marginal cost.
- ✓Fuel cost per MWh is heat rate times fuel price. At $3/GJ coal and $8/GJ gas, coal runs at $29/MWh and a CCGT at $49.5 — and gas displaces coal below about $4.13/GJ with no policy involved.
- ✓Marginal pricing means the last plant dispatched sets the price for everyone, which is why electricity prices track gas prices even in grids that generate most of their power from something else.
- ✓The screening curve decides what gets built: capital sets the intercept, fuel sets the slope. Peakers win below a 17% capacity factor, CCGTs from there to 73%, coal only above 73%.
- ✓That second crossing is why the coal fleet is failing. Its costs did not rise — the hours it is allowed to run fell below what its cost structure requires, and no amount of good operation fixes that.
- ✓A peaker running 300 hours a year needs about $371/MWh to break even, which is the origin of scarcity pricing, the missing-money problem and capacity markets.
- ✓Minimum stable load means a thermal plant cannot get out of the way, which is a direct cause of renewable curtailment; part-load operation also worsens heat rate exactly when output is lowest.
- ✓Start-up cost is mostly accounting for creep-fatigue damage. Plants designed for a few hundred starts in thirty years are now performing hundreds a year.
- ✓Carbon intensity is derivable: coal ≈95 kg CO₂/GJ, gas ≈56, multiplied by heat rate. Subcritical coal lands at 950 kg/MWh, a CCGT at 325 — a 2.9× gap from fuels that differ by only 1.7×.
- ✓Upstream methane at a 2.3% leak rate adds roughly 81 kg CO₂e/MWh to a CCGT, narrowing gas’s advantage from 2.9× to 2.3× — and much further on a twenty-year horizon.
- ✓Carbon capture costs 8–12 efficiency points, so a 90%-capture CCGT lands near 131 kg CO₂e/MWh all-in rather than anywhere close to zero.
- ✓The coal-to-gas switching carbon price is a four-line calculation — about $33/tonne at these fuel prices, $51 if gas rises to $10/GJ. A carbon price switches fuels only at a given fuel price ratio.
- ✓Plants stay open for sunk capital, contracts, capacity payments, reliability obligations and deferred closure liabilities. Whether an asset is stranded matters less than who pays for it.
- ✓Gas as a bridge is strongest as a capacity argument rather than an energy one: a grid can decarbonise its energy almost entirely while keeping combustion plant that rarely runs.
Quick check: test yourself
1.A gas turbine fires at 1,400 °C and a coal boiler at 540 °C, yet both plants land near 38%. What is going on?
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2.Coal runs at $29/MWh and a CCGT at $49.5/MWh. Why would a utility ever build the CCGT?
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3.Coal has 1.7× the carbon per gigajoule of natural gas, but a coal plant emits 2.9× as much CO₂ per MWh. Where does the extra factor come from?
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4.A carbon price of $35/tonne triggers a wholesale shift from coal to gas in one country and does nothing in another. Both have the same fleet. Why?
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5.Why does a coal plant’s minimum stable load cause solar curtailment, and why might the plant bid to run at a loss overnight?
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Chapter 10 recap — cheat sheet
Combustion chemistry
CH₄ + 2 O₂ → CO₂ + 2 H₂O · C + O₂ → CO₂
Everything downstream is a heat engine
The binding constraint
η ≤ 1 − T_cold ÷ T_hot
Fire hotter or reject colder — there is no third lever
Coal efficiency ladder
Subcritical 36% · Supercritical 40% · USC 45%
Bought with metallurgy, capped near 45% commercially
Gas turbine
OCGT 38% · CCGT 62%
The difference is entirely the cold end
Heat rate
HR = 3.6 ÷ η, in GJ/MWh
Lower is better — the number the industry trades on
Marginal cost
HR × fuel price + variable O&M
Decides dispatch, and therefore the market price
Screening line
Annual $/kW = capex × CRF + FOM + CF × 8.76 × SRMC
Capital is the intercept, fuel is the slope
Screening crossovers
Peaker < 17% · CCGT 17–73% · Coal > 73%
Capacity factor decides the technology, not $/kW
Carbon intensity
Emission factor × heat rate
Coal 950 → 760 kg/MWh · CCGT 325 kg/MWh
Methane leakage
2.3% leak ≈ +14 kg CO₂e per GJ delivered
Narrows gas’s advantage from 2.9× to 2.3×
Capture penalty
8–12 efficiency points for 90% capture
CCGT + CCS lands near 131 kg CO₂e/MWh all-in
Switching price
p = Δ marginal cost ÷ Δ tonnes per MWh
≈$33/t at $8/GJ gas · ≈$51/t at $10/GJ
Frequently asked questions
Why is a coal plant only about 40% efficient?+
Because it is a heat engine, and a heat engine is capped by the Carnot limit — one minus the ratio of the cold absolute temperature to the hot one. With steam at 540 °C and a condenser at 40 °C, the theoretical ceiling is about 61.5% before a single engineering decision is made, and real machines capture roughly 59–69% of that ceiling. The missing 60% of the fuel energy is not sloppiness; most of it was never available. The only two levers are firing hotter or rejecting colder, and since the cold end is the surrounding environment, the entire development history of coal plants is the history of raising steam temperature without the boiler tubes failing.
How does a combined-cycle gas plant reach 62% when neither of its cycles does?+
By fixing the cold end rather than the fire. An open-cycle gas turbine fires at 1,400–1,600 °C but dumps its exhaust at around 550 °C, giving it a Carnot ceiling near 51% and a real efficiency near 38%. A combined cycle routes that exhaust into a heat recovery steam generator, raising steam for a second turbine that rejects at a 40 °C condenser. The hot end stays at gas-turbine temperature while the cold end drops by 500 degrees, so the ceiling jumps to about 83%. Neither cycle was improved — the second one simply uses the first one’s waste, which is the general lesson: any large stream of high-grade waste heat is an incomplete machine.
What is heat rate, and why does the industry use it instead of efficiency?+
Heat rate is the fuel energy needed per unit of electricity produced — the reciprocal of efficiency, equal to 3.6 ÷ η in gigajoules per megawatt-hour. A 36% coal plant has a heat rate of 10.0 GJ/MWh, a 45% unit needs 8.0, and a 62% CCGT needs 5.81. Lower is better. The industry prefers it because it multiplies directly against a fuel price to give a marginal cost: heat rate times $/GJ is $/MWh, and that single number decides whether the plant runs tonight. Efficiency requires an extra step and produces a figure you cannot put in a contract.
Why does the electricity price track the gas price even in grids that run mostly on renewables?+
Because of marginal pricing. Plants are dispatched cheapest-to-run first, and every dispatched plant is paid the offer of the last one required, not its own. The last plant needed is usually the most expensive running machine, which in most systems most hours is a gas plant. So the gas plant names the price that wind, solar, nuclear and coal all receive. The gap between a plant’s own cost and the clearing price is infra-marginal rent, and it is how capital-heavy generation recovers capital in an energy-only market — but it also means fuel-free generation earns fuel-priced revenue, and its income swings with a commodity it never buys.
If coal is cheaper to run than gas, why is anyone building CCGTs?+
Because marginal cost decides what runs tonight and the screening curve decides what gets built. Annualising capital at 8% over 25 years, coal costs about $266 per kW-year to own against a CCGT’s $134, because it costs roughly $2,200/kW to build against $1,200. Those fixed costs are spread across however many hours the plant runs, so coal’s cheaper fuel only wins if it runs often enough — above a 73% capacity factor at $3/GJ coal and $8/GJ gas. Below that the CCGT is cheaper all-in, and in grids with meaningful solar and wind a new coal plant will not see 73%. That crossing point, rather than any rise in coal’s costs, is what stranded the fleet.
How much cleaner is gas than coal, really?+
At the stack, more than the fuels alone suggest. Coal carries about 95 kg CO₂ per GJ against gas at 56, a ratio of 1.7×, but a subcritical coal plant burns 10.0 GJ per MWh while a CCGT burns 5.81, so the gap at the meter widens to 2.9× — 950 against 325 kg CO₂/MWh. Counting upstream methane narrows it: at a 2.3% leak rate and a hundred-year warming factor of about 30, leakage adds roughly 81 kg CO₂e/MWh to the CCGT and brings the ratio down to about 2.3×. On a twenty-year horizon, where methane is weighted near 80, it narrows further. The number worth arguing about is the leak rate, and it is also the cheapest problem here to fix, since leaks are point sources and the escaping product has commercial value.
What carbon price is needed to switch a grid from coal to gas?+
It is a four-line calculation, and it depends entirely on fuel prices. Set coal’s marginal cost plus its carbon charge equal to gas’s: 29.0 + 0.950p = 49.5 + 0.325p gives p ≈ $33 per tonne at $3/GJ coal and $8/GJ gas. Raise gas to $10/GJ and the CCGT’s marginal cost becomes $61/MWh, pushing the required carbon price to about $51/tonne; drop gas to $6/GJ and it falls near $15. This is why an identical carbon price transforms one country’s emissions and does nothing in another. A carbon price does not switch fuels — it switches fuels at a given fuel price ratio, so the first question to ask of any proposal is what fuel prices it assumes and how far they can move before it stops working.
Why do uneconomic coal plants stay open?+
Because sunk capital is sunk: a plant whose construction cost is already spent only needs to cover its going-forward costs to be worth operating, so it can be a disastrous investment and a rational operation at the same time. Beyond that, long-term power purchase agreements and take-or-pay fuel and rail contracts can require payment whether or not the unit runs; capacity markets pay for availability rather than energy; system operators may refuse to permit closure where a unit is needed for local voltage support or winter adequacy; and closing crystallises decommissioning, remediation and redundancy costs immediately while continuing defers them. The real question is rarely whether an asset is stranded but who absorbs it — shareholders, consumers or taxpayers.
How does a coal plant cause solar curtailment?+
Through minimum stable load. A thermal plant cannot be turned down below roughly 25–50% of its rating without the flame destabilising, steam temperatures falling out of specification and emissions controls ceasing to work. A unit that must remain available for the evening peak therefore occupies that share of its capacity through the middle of a sunny afternoon, and the cheapest generation to curtail in that hour is the solar with no fuel cost. Start costs make it worse: shutting down and restarting consumes fuel and, more importantly, creep-fatigue life in thick-walled components, so a plant facing an overnight loss smaller than its start cost will rationally bid to stay online — suppressing overnight prices and curtailing still more renewable output.
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Musk Practical Energy Guide is an original educational series explaining how the modern energy system works, from primary resources through to useful work. Figures and worked examples use representative real-world values for illustration and are not investment advice.