Optimal control of the swing equations power network model

M. Jaspers (2016) Optimal control of the swing equations power network model. Master's Thesis / Essay, Applied Mathematics.

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Abstract

Aim of this thesis is to investigate the structure of infinite horizon optimal control for the linearized form of the swing equations power network model. Starting point is the dynamic pricing approach for load balancing and frequency regulation as recently obtained in [1]. This approach leads to optimal steady state values of the generated and consumed power, and a dynamical controller (taking the frequency deviation as input) that is guaranteed to achieve stability and frequency regulation, and whose outputs converge to these optimal values of generated and consumed power. Nevertheless, nothing can yet be said about optimality of the transient generated and consumed power. In this thesis we will research this approach, by looking at optimal Linear-Quadratic Control for the given system. [1] T. Stegink, C. de Persis and A.J. van der Schaft, A unifying enerby-based approach to optimal frequency and market regulation in power grids.

Item Type:	Thesis (Master's Thesis / Essay)
Degree programme:	Applied Mathematics
Thesis type:	Master's Thesis / Essay
Language:	English
Date Deposited:	15 Feb 2018 08:30
Last Modified:	15 Feb 2018 08:30
URI:	https://fse.studenttheses.ub.rug.nl/id/eprint/15546

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