Presents solutions for fault diagnosis problems using an interdisciplinary perspective, combining inverse problem methodology and metaheuristics
Autorentext
Lídice Camps Echeverría holds bachelor's and master's degrees in Mathematics at Universidad de La Habana in 2006 and 2009 respectively. She obtained the PhD in Engineering (2012), with minor in Automatics and Computer Science, at Universidad Tecnológica de La Habana José Antonio Echeverría, CUJAE, Cuba. Since 2006 she has pursued research at the Technological University of La Habana "José Antonio Echeverria" - CUJAE, Cuba. In 2011-2012, she undertook research at the National Institute for Space Research - INPE, Brazil, and at the Polytechnic Institute of Rio de Janeiro State University (IPRJ-UERJ). Her fields of interest include fault diagnosis and soft computing, with a focus on metaheuristics for optimization.
Klappentext
This book presents a methodology based on inverse problems for use in solutions for fault diagnosis in control systems, combining tools from mathematics, physics, computational and mathematical modeling, optimization and computational intelligence. This methodology, known as fault diagnosis - inverse problem methodology or FD-IPM, unifies the results of several years of work of the authors in the fields of fault detection and isolation (FDI), inverse problems and optimization. The book clearly and systematically presents the main ideas, concepts and results obtained in recent years. By formulating fault diagnosis as an inverse problem, and by solving it using metaheuristics, the authors offer researchers and students a fresh, interdisciplinary perspective for problem solving in these fields. Graduate courses in engineering, applied mathematics and computing also benefit from this work.
Inhalt
Chapter 01- Model-based Fault Diagnosis and Inverse Problems.- Chapter 02- Fault Diagnosis Inverse Problems.- Chapter 03- Metaheuristics for Optimization Problems.- Chapter 04- Applications of the Fault Diagnosis: Inverse Problem Methodology to Benchmark Problems.- Chapter 05- Final Remarks.- Appendix A- Implementation in Matlab of Differential Evolution with Particle Collision (DEwPC).- Appendix B- Implementation in Mathlab of Particle Swarm Optimization with Memory (PSO-M).- References.