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portada Signal Processing for Multistatic Radar Systems: Adaptive Waveform Selection, Optimal Geometries and Pseudolinear Tracking Algorithms
Formato
Libro Físico
Editorial
Año
2019
Idioma
Inglés
N° páginas
188
Encuadernación
Tapa Blanda
ISBN13
9780128153147
N° edición
1

Signal Processing for Multistatic Radar Systems: Adaptive Waveform Selection, Optimal Geometries and Pseudolinear Tracking Algorithms

Dr. Ngoc Hung Nguyen (Autor) · Academic Press · Tapa Blanda

Signal Processing for Multistatic Radar Systems: Adaptive Waveform Selection, Optimal Geometries and Pseudolinear Tracking Algorithms - Dr. Ngoc Hung Nguyen

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Reseña del libro "Signal Processing for Multistatic Radar Systems: Adaptive Waveform Selection, Optimal Geometries and Pseudolinear Tracking Algorithms"

Signal Processing for Multistatic Radar Systems: Adaptive Waveform Selection, Optimal Geometries and Pseudolinear Tracking Algorithms addresses three important aspects of signal processing for multistatic radar systems, including adaptive waveform selection, optimal geometries and pseudolinear tracking algorithms. A key theme of the book is performance optimization for multistatic target tracking and localization via waveform adaptation, geometry optimization and tracking algorithm design. Chapters contain detailed analysis of mathematical derivations and algorithmic development that are accompanied by simulation examples and associated MATLAB codes. This book is an ideal resource for university researchers and industry engineers in radar, radar signal processing and communications engineering.Develops waveform selection algorithms in a multistatic radar setting to optimize target tracking performanceAssesses the optimality of a given target-sensor geometry and designs optimal geometries for target localization using mobile sensorsGives an understanding of low-complexity and high-performance pseudolinear estimation algorithms for target localization and tracking in multistatic radar systemsContains the MATLAB codes for the examples used in the book

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