3.0

credits

Average Course Rating

This course covers the fundamental theory of dynamic analysis and control of modern power systems. Topics include mathematical modeling of large-scale power systems, linear/nonlinear system theory (for example, Lyapunov stability, bifurcation), small- and large-disturbance analysis, and voltage stability and control. Furthermore, various emerging challenges and opportunities in future low-inertia power systems are discussed. Selective topics include inverter-based resources (IBRs), renewable generation, advanced control strategies, and smart grids technologies. There is an individual term project that focuses on a research question related to the class topics. The materials that are presented in the course are relatively dense in mathematical analysis and theory. Applications and software usage will be covered. Some unique perspectives are provided, such as bifurcation theory, trajectory sensitivities, and hybrid dynamics. There are also components tailored for the emerging transition that are novel and have not been offered in a classic power system dynamics course. Such new developments aim to address the pressing need in preparing students in the energy fields for analyzing future low-inertia smart grids. The materials covered in this course will complement the following two existing courses: EN.560.649 (01) Energy Systems EN.570.607 (01) Energy Policy and Planning Models The course should be taken after the Energy Systems, or simultaneously. Recommended: Basic knowledge in calculus, electric circuits, and ordinary differential equations (ODE). One course in Control Systems (for example, EN.520.353 (01)), understand the concept of state space. Preferably one course in power system engineer/analysis (for example, EN.560.649 (01) Energy Systems). No required textbook