Delay-Robust Secondary Frequency Control via Passive Interconnection and Randomized Block Updates
For power system operators, this work addresses the practical challenge of communication delays and limited computation in secondary frequency control, but the approach is incremental, combining existing passivity and randomized block-coordinate methods.
This paper develops a passivity-based control framework for secondary frequency control in transmission networks that is robust to communication delays and reduces per-update computational cost via randomized block-coordinate updates. Simulations on the IEEE 14-bus system show accurate reproduction of delayed closed-loop behavior with reduced computational burden.
This paper studies secondary frequency control in transmission networks subject to communication delays at the cyber-physical interface and limited per-update computation at the control center. The regulation objective is formulated as a constrained economic dispatch problem incorporating generation capacity constraints, nodal power balance, transmission-flow limits, and scheduled tie-line power exchanges. Based on this formulation, we develop a passivity-based control framework in which an augmented projected primal-dual controller restores nominal frequency and drives the closed-loop system to the solution set of the constrained economic dispatch problem. Two-way communication delays between the physical network and the control center are modeled as scattering-based passive channels for the measurement uplink and the control-command downlink. This construction preserves the target equilibrium and enables a delay-robust passivity analysis of the delayed closed loop. To reduce the computational burden at the control center, we develop a randomized block-coordinate implementation of the augmented projected primal-dual controller. The resulting sampled-data closed loop preserves the target solution set and achieves local mean-square geometric convergence under suitable step-size and regularity conditions. Finally, a multivariable wave-domain interface filter is introduced to inject additional dissipation and improve the damping of the delayed interface without altering the steady-state interconnection. Simulations on the IEEE 14-bus system indicate that the proposed digital implementation accurately reproduces the delayed closed-loop behavior while reducing the per-update computational cost.