Industrial & Engineering Chemistry Research · 2025 · 12 citations · 42 references
Natural SciencesDecision SciencesResource EconomicsCapacity PlanningEnergy EconomicsOptimizationEnergy StorageEnergy System ModelingLow-carbon Energy TransitionOptimization Under UncertaintyStochastic OptimizationStochastic ProgrammingHydrogen InfrastructureHydrogen ProductionMixed-integer Linear ProgrammingMixed-integer ProgrammingRisk-averse OptimizationScenario ReductionTwo-stage Stochastic OptimizationTwo-stage Stochastic Programming
High Resolution Image Download MS PowerPoint Slide Toward the Net-Zero goal, deciphering trade-offs in strategic decisions for the role of hydrogen is vital for transitioning to low-carbon energy systems. This work proposes a two-stage stochastic optimization framework to provide insights for infrastructure investments in hydrogen production, storage, transmission, and CO 2 capture and storage. The mixed-integer linear programming (MILP) model aims to minimize total system cost with detailed spatiotemporal resolution to meet hydrogen demand in Great Britain. Uncertainty is considered in hydrogen demand, gas, and technology costs, as well as renewables and biomass availability. To address the resulting combinatorial complexity, scenarios are reduced using forward scenario reduction. Optimization results indicate that a combination of autothermal reforming and biomass gasification with carbon capture and storage (CCS) is the most cost-efficient strategy under uncertainty. A what-if analysis explores the impact of water electrolysis penetration on the production mix. The results demonstrate that considering uncertainties provides a risk-averse strategy for decision-making in low-carbon hydrogen pathways.
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Scenario reduction in stochastic programming
J. Dupa ov�, N. Gr�we-Kuska, Werner R�misch · Mathematical Programming · 2003 · 1K citations
Energy and complexity: New ways forward
Catherine S.E. Bale, Liz Varga, Timothy J. Foxon · Applied Energy · 2014 · 296 citations · Full text