Magnetic Signatures by Kildishev, Alexander V.;

Advanced Analysis for Modern Systems

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A termék adatai:

Kiadó Springer Nature Switzerland
Megjelenés dátuma 2026. február 22.

ISBN 9783032126887
Kötéstípus Keménykötés
Terjedelem299 oldal
Méret 235x155 mm
Nyelv angol
Illusztrációk XII, 299 p. 146 illus., 45 illus. in color.

Kategóriák

Kémia általában A mérnöki tudományok általános kérdései Villamosmérnöki tudományok, híradástechnika, műszeripar Üzemmérnöki tudományok Optika Elektromosságtan, mágnességtan Kvantumfizika (kvantummechanika)

Hosszú leírás:

This book explores spatial harmonic analysis (SHA) for characterizing and analyzing external magnetic fields in technical systems. Its strong emphasis on addressing real engineering challenges and a practical focus on both spherical and spheroidal harmonics set it apart, with the latter being valuable for analyzing objects with high aspect ratios. The content is particularly applicable to naval and spacecraft applications, as well as the rapidly growing field of autonomous unmanned vehicles, including aerial, surface, and underwater vehicles. In these contexts, precise control of magnetic signatures is crucial for navigation, detection avoidance, and overall operational effectiveness. The author presents multiple original concepts, including fast algorithms for spheroidal harmonic functions, which make them computationally feasible for real-world applications. Additionally, the use of magnetic energy as a general metric for the magnetic intensity of a given device is explored, as well as isodynamic surfaces to identify regions of maximum magnetic field extension.

Magnetic Signatures: Advanced Analysis for Modern Systems combines rigorous mathematical foundations with practical implementation strategies, making it an essential resource for designing and operating magnetically sensitive systems across various domains.

Több

Tartalomjegyzék:

Introduction.- Theoretical Basis for Description of External Electromagnetic Fields.- the Electric Field.- the Spatial Harmonic Analysis in Electrostatics: Basic Concepts.- the Magnetic Field.- Fundamentals of the Electromagnetic Theory: Maxwell's Equations.- Analytical Simulation of VLF or Static Sources.- VLF Magnetic Multipoles.- Characterization of Sources by Evaluation of Magnetic Energy.- Prolate Spheroidal Magnetic Multipoles.- the Spatial Harmonic Characterization of an Elongated VLF Source.- the Spatial Harmonic Characterization of a Flattened VLF Source.- Complex VLF or Static Magnetic Sources: Numerical Simulation and Spatial Harmonic Analysis.- Hybrid Fem-Sha Coupling Strategy.-Spheroidal Harmonic Analysis Using FEM Results.- Simulations Using SHA-FEM Coupling.- Measurement Procedures for Spatial Harmonic Analysis.- Spatial Harmonic Analysis Using Axisymmetric Sensor Arrangements.- Generation of the Selective Functions Using Gram-Schmidt Orthonormalization.- Prolate Spheroidal Multipole Analysis Using a Prolate Spheroidal Array.- Generation of the Selective Functions for a Prolate Spheroidal Array with Axial Magnetic Sensors: Indirect Method.- Oblate Spheroidal Multipole Analysis Using Axisymmetric Arrays.- Selective Functions of the Rectangular Planar Array of Sensors.- Generation of the Selective Functions for a Non-Axisymmetric Rectangular Planar Array by the Forward Orthonormalization.- Modeling of Sensor Noise, Misplacement and Misorientation.- Addendum A: Application of Recurrence Relations for Spherical Harmonic Analysis.- Addendum B: Application of Recurrence Relations for Spheroidal Harmonic Analysis.- Addendum C: Coordinate Systems and Vector Transformations.- Metric Coefficients.- Vector Transforms.