DONG Yuchen, YANG Lun, CAO Xiaoyu, et al. Review on robust optimization scheduling methods for distributed energy systems under multi-source uncertainties[J]. 2026, 59(9): 39-66.
DONG Yuchen, YANG Lun, CAO Xiaoyu, et al. Review on robust optimization scheduling methods for distributed energy systems under multi-source uncertainties[J]. 2026, 59(9): 39-66.DOI: 10.11930/j.issn.1004-9649.202605069.
Review on robust optimization scheduling methods for distributed energy systems under multi-source uncertainties
With the rapid penetration of distributed renewable generation
energy storage and heterogeneous loads
the scheduling of distributed energy systems (DESs) exhibits complex operational characteristics featured by deep coupling of multi-energy flows
multi-timescale dynamic coordination
and multi-agent interactions. Multi-source uncertainties propagate and disturb across energy carriers and time horizons
reducing system safety margins and increasing the difficulty of maintaining feasible system operation. As a result
DES scheduling is driven to evolve from deterministic cost-oriented optimization toward risk-aware and feasibility-guaranteed robust decision-making. Firstly
this paper summarizes the scheduling modeling framework for DESs. Combined with the propagation characteristics of uncertain disturbances in multi-energy conversion chains and network constraints
the main sources of uncertainties as well as their cross-carrier and cross-time-horizon propagation features are systematically analyzed. Secondly
modeling paradigms including scenario sets
uncertainty sets and distributional ambiguity sets are summarized
and their different impacts on scheduling feasibility and risk control are compared. Special emphasis is placed on the model formulation
solution methodologies and applicable scenarios of robust optimization
multi-stage adaptive robust optimization and distributionally robust optimization for DES scheduling. Key issues including non-anticipativity
full-scenario feasibility
conservativeness control and out-of-sample risk management are elaborated
together with their application boundaries concerning safety
economy and data dependence in DESs. Finally
future research directions for robust scheduling of DESs under uncertainties are discussed.