“A stable historical correlation is a structural law.”
Not quite.The linkage comes through changing dispatch economics and can weaken or reverse across regimes.
Power & Commodities
Power, gas, and CO₂ prices move together through the merit order: correlation structure drives hedging and risk.
Fuel, carbon, and power are linked by generation economics, so their joint movement matters for hedging.
Thermal power prices depend on fuel and CO₂ costs, so price moves are often correlated across these commodities.
Portfolio risk depends not only on individual volatilities but on cross-commodity correlation and common factors.
How do fuel efficiency, carbon cost, and generator position connect gas and CO2 moves to power prices?
This chart shows normalised indices for power, gas, and CO₂ driven by a shared factor. Use the controls to change factor strength and horizon and see how cross-commodity correlation emerges.
A common factor (merit-order logic) drives power, gas, and CO₂ together. Betas control how strongly each curve reacts, while idiosyncratic noise breaks the link.
For hedging a generation or supply book, the question is not only “what is power vol?” but “how much of that vol is shared with gas and CO₂?” Correlation structure tells you how far a fuel or CO₂ hedge will follow power through the cycle.
Hedging generation or supply portfolios requires modelling these joint dynamics rather than each curve in isolation.
“A stable historical correlation is a structural law.”
Not quite.The linkage comes through changing dispatch economics and can weaken or reverse across regimes.
Follow the strongest prerequisites, applications, extensions, and contrasts.
Cross-commodity dependence is quantified with covariance and correlation estimates.
SupportsSpark and Dark SpreadsThe joint behaviour of power, fuel and carbon prices drives the distribution of generation spreads.
Used byScenario and Stress EngineCross-commodity scenarios should preserve or deliberately stress dependence between power, gas and carbon.
Cross-commodity dependence is quantified with covariance and correlation estimates.
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