Print Email Facebook Twitter Power load flow models and their numerical solution Title Power load flow models and their numerical solution Author Jonker, Stan (TU Delft Electrical Engineering, Mathematics and Computer Science) Contributor Lahaye, D.J.P. (mentor) Veraar, M.C. (graduation committee) Budko, N.V. (graduation committee) Degree granting institution Delft University of Technology Programme Applied Mathematics Date 2020-07-30 Abstract This thesis covers the power load flow problem and three numerical methods which can be used as a solution. We firstly discuss the concepts from electrical engineering required to discribe the problem. This includes alternating current and voltage and admittances of various electrical elements. We then use these concepts to derive a set of equations that govern how power flows through a network. To solve these equations, we consider the Newton-Raphson, line-search and trust-region algorithms. For these methods, we also look at its convergence and the amount of computational power required. We conclude in the cases where the parameters of the electrical network are within reasonable bounds, the Newton-Raphson algorithm is sufficient in precision and requires the least computational power. Otherwise, one of the other two methods may be tried. Subject Power load flowNumerical methodsPower flow equations To reference this document use: http://resolver.tudelft.nl/uuid:9f905e52-c9cd-469d-a01b-304ebc0f932e Part of collection Student theses Document type bachelor thesis Rights © 2020 Stan Jonker Files PDF BEP_Stan_Jonker.pdf 1.22 MB Close viewer /islandora/object/uuid:9f905e52-c9cd-469d-a01b-304ebc0f932e/datastream/OBJ/view