Magnetic Signatures
portes grátis
Magnetic Signatures
Advanced Analysis for Modern Systems
Kildishev, Alexander V.
Springer Nature Switzerland AG
03/2026
349
Dura
Inglês
9783032126887
Pré-lançamento - envio 15 a 20 dias após a sua edição
Descrição não disponível.
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.
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Axial Magnetic Sensors;Commercial Finite Element Software;Electrostatics;Gauss's Law;Gram-Schmidt Process;Isodynamic Surfaces ;Magnetic Energy ;Magnetic Field Extension;Scalar Green Function;Sensor Arrays;Spatial Harmonic Analysis ;Spheroidal Harmonic Functions;Very Low Frequency Magnetics
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.
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