An integrated planning framework for optimal power generation portfolio including frequency and reserve requirements

Electricity system decarbonisation poses several challenges to network stability and supply security, given renewables' intermittency and possible reduction of system inertia. This manuscript presents a novel integrated system framework to determine optimal generation investments for addressing...

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Vydáno v:Energy systems integration Ročník 6; číslo 4; s. 545 - 564
Hlavní autoři: Ayo, Olayinka, Falugi, Paola, Strbac, Goran
Médium: Journal Article
Jazyk:angličtina
Vydáno: Tianjin John Wiley & Sons, Inc 01.12.2024
Wiley
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ISSN:2516-8401, 2516-8401
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Shrnutí:Electricity system decarbonisation poses several challenges to network stability and supply security, given renewables' intermittency and possible reduction of system inertia. This manuscript presents a novel integrated system framework to determine optimal generation investments for addressing decarbonisation challenges and achieving cost‐effective electricity systems while ensuring frequency stability and reserve requirements are met at the operational level in a net‐zero system. The novel planning framework is a mixed‐integer bilinear programming problem accurately modelling clustered variables for the on/off status of generation units and seconds‐timescale frequency requirements at an operational and planning level. The benefits of the decision framework and effects of dispatch decisions in a year are illustrated using the Great Britain case study. The results provide optimal trade‐offs and cost‐effective investment portfolios for including detailed modelling of unit‐commitment and frequency stability constraints versus not including them in the planning model. Making investment decisions for a net‐zero electricity system without these constraints can lead to very high system costs due to significant demand curtailment. Although the model's computation burden was increased by these constraints, complexity was managed by formulating them tightly and compactly. Non‐convex quadratic nadir constraints were efficiently solvable to global optimality by applying McCormick relaxations and branching techniques in an advanced solver.
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ISSN:2516-8401
2516-8401
DOI:10.1049/esi2.12152