Balanced Proper Orthogonal Decomposition for Model Reduction of Infinite Dimensional Linear Systems

John R. Singler, Missouri University of Science and Technology
Belinda A. Batten

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In this paper, we extend a method for reduced order model derivation for finite dimensional systems developed by Rowley to infinite dimensional systems. The method is related to standard balanced truncation, but includes aspects of the proper orthogonal decomposition in its computational approach. The method is also applicable to nonlinear systems. The method is applied to a convection diffusion equation.