Abstract

Electric utility-controlled customer loads as actuators present new possibilities for power system control. The use of active loads controlled by local bus frequency is proposed for the damping of power system electromechanical oscillations. The viability of the idea is studied for one load in a three-machine power system with a meshed network. Active power mode controllability and phase angle mode observability are determined from the eigenvectors of a differential algebraic description of the uncontrolled system. The geographical variations in the entire network of controllability and observability are shown to be identical. It is presented graphically on a 3-D view of the network topology and is used as a generalization of the term mass scaled electrical distance. System zeros limit the maximum damping. An electromechanical mode pendulum analog is introduced that explains this. Time simulations verify the final controller design.

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