Computational Methods for Electric Power Systems

Computational Methods for Electric Power Systems

by Mariesa L. Crow
Computational Methods for Electric Power Systems

Computational Methods for Electric Power Systems

by Mariesa L. Crow

Hardcover(Older Edition)

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Overview

The sheer size of today's power grid and the increasingly stressed conditions under which power systems operate demand the use of computers for analysis and simulations. Yet commercial software packages often fail or give erroneous results when used to simulate stressed systems. To correctly interpret the results, it is therefore imperative that power engineers understand the underlying numerical algorithms of the software.

Computational Methods for Electric Power Systems provides a comprehensive study of the various computational methods that form the basis of many analytical studies of power systems. It presents the analytical background of the algorithms used in many commercially available software packages, thereby enabling readers to make more informed decisions in their use of the software and correctly interpret their results. The book furnishes a well-balanced discussion of the theory and applications of the algorithms and supports them with instructional examples and illustrations.

As more and more demands are placed on the nation's power systems, predicting and updating the operating status of a network through systems analysis becomes increasingly important. This book builds the background necessary to successfully perform that analysis and prepares readers to cope with any difficulties they may encounter in practice.


Product Details

ISBN-13: 9780849313523
Publisher: Taylor & Francis
Publication date: 12/25/2002
Series: Electric Power Engineering Series
Edition description: Older Edition
Pages: 256
Product dimensions: 6.25(w) x 9.25(h) x 0.80(d)

Table of Contents

INTRODUCTION
THE SOLUTION OF LINEAR SYSTEMS
Gaussian Elimination
LU Factorization
Condition Numbers and Error Propagation
Relaxation methods
Conjugate Gradient Methods
Problems
SYSTEMS OF NONLINEAR EQUATIONS
Fixed Point Iteration
Newton-Raphson Iteration
Power System Applications
Problems
SPARSE MATRIX SOLUTION TECHNIQUES
Storage Methods
Sparse Matrix Representation
Ordering Schemes
Power System Applications
Problems
NUMERICAL INTEGRATION
One-Step Methods
Multistep Methods
Accuracy and Error Analysis
Numerical Stability Analysis
Stiff Systems
Step-Size Selection
Differential-Algebraic Systems
Power System Applications
Mid-Term Stability Analysis
Problems
OPTIMIZATION
Least Squares State Estimation
Steepest Decent Algorithm
Power System Applications
Problems
EIGENVALUE PROBLEMS
The QR Algorithm
Arnoldi Methods
Linear Model Identification
Power system Applications
Problems
REFERENCES
INDEX

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