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Computationally efficient optimal control methods applied to power systems
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DOI：10.1109/59.780917.png)
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Abstract
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Attention is focused on the efficient application of optimal control methods with structural constraints to large power systems. A novel framework for linear-quadratic regulator problems is proposed which allows the use of matrix and vector sparsity techniques in the solution process. Results concerning the proposed method's computational performance as applied to a 750-bus, 40-machine power networks are provided.
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