JOURNAL ARTICLE

Robust Multi-Stage Planning of Park-Level Integrated Energy System Considering Source-Load Uncertainties

Abstract

[Objective] A robust multi-stage planning model is established for a park-level integrated energy system (PIES) to minimize the total life-cycle present-value cost while considering source-load uncertainties, optimal construction sequencing, and tiered carbon trading to enhance economic efficiency and low-carbon benefits. [Methods] First, a box-type uncertainty set is used to model the source-load uncertainty and uncertainty adjustment parameters are introduced to reduce the conservatism of PIES planning and obtain a two-stage robust optimization (TSRO) model. Both discrete and continuous variables are included in the second-stage decision variables of the TSRO model, facilitating directly solving the second-stage problem using Lagrangian duality theory. Instead, an additional nested layer is required to solve the model. Therefore, this paper employs the nested column-and-constraint generation (NC&CG) algorithm to solve the model. [Results] Simulation results show that the robust programming model can improve the robustness of the system by sacrificing the economic and low-carbon benefits of the system to a certain extent and can flexibly adjust the robustness of the PIES planning scheme by changing the value of the uncertainty parameters. [Conclusions] The proposed multi-stage planning approach accounts for load growth and source-load uncertainties from a long-term system development perspective, thereby improving the flexibility and adaptability of the planning scheme.

Keywords:
Robustness (evolution) Robust optimization Flexibility (engineering) Adaptability Energy planning Linear programming Optimization problem Set (abstract data type)

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Citation History

Topics

Integrated Energy Systems Optimization
Physical Sciences →  Engineering →  Electrical and Electronic Engineering
Electric Power System Optimization
Physical Sciences →  Engineering →  Electrical and Electronic Engineering
Process Optimization and Integration
Physical Sciences →  Engineering →  Control and Systems Engineering
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