A passivity-based controller with randomized block-coordinate primal-dual updates and passive delay modeling restores nominal frequency and solves constrained economic dispatch while achieving mean-square convergence in delayed sampled-data systems.
Efficiency of coordinate descent methods on huge-scale optimization problems.SIAM Journal on Optimization, 22(2):341–362
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Delay-Robust Secondary Frequency Control via Passive Interconnection and Randomized Block Updates
A passivity-based controller with randomized block-coordinate primal-dual updates and passive delay modeling restores nominal frequency and solves constrained economic dispatch while achieving mean-square convergence in delayed sampled-data systems.