Index
A
Absorption curve of Feˆ:TiO_2, 284
Advanced microstructure quantification, 102
Analysis of figure 3.10, 77
Analysis of variance (ANOVA), 170
An anisotropic inverse problem for measuring
FAWT, 73, 91
Anisotropic double-exponential and Gaussian
covariances, 202
Anisotropic double-exponential model, 207
Application of the set-theoretic algorithm to
CFRP’s, 89
Application to aircraft structures, 43
Application to Feˆ:TiO_2, 321
Artificial dielectric, 80
B
Bianisotropic system, 316, 318
Bilinear conjugate-gradient inversion
algorithm, 3
Bilinear conjugate-gradients, 6
Born approximation, 17
Bulk model, 86
A buried checkerboard, 39
Buried void at 50 MHz, 36
C
Characterizing CNT via electron-spin
resonance (ESR), 334
Chebyshev inequality, 152, 186
Chirality vector, 312
Clenshaw-Curtis grids, 218
Cole-Cole parameters, 258
Confidence levels: stochastic global
optimization, 149
Constitutive parameters of saline, 268
Constitutive relations for advanced composites,
61–63
A coupled-circuit model of Maxwell’s
equations, 69
Crystalline anisotropy, 299
D
Decision boundaries in sample space, 191
Delaminations, 98
Detectability of flaws in anisotropic media:
application to Ti64, 129, 140
Determining coil parameters, 262–264
Determining the ANOVA anchor point, 173
Dielectric properties of tissues, 259
Distribution of Chebyshev points, 234–238
A double checkerboard, 41
Double-exponential correlation function, 160
Drude-Lorentzian model, 311
E
Eddy-current detection of prepreg FAWT, 71
Eigenfunction results for stationary
covariances, 201
Eigenmodes of anisotropic media, 80, 123
Eigenvalue spectrum of Feˆ:TiO_2, 283
Eigenvalue spectrum of Hoˆ:CaF_2, 323
Eight-layer inversion algorithm, 248
Electromagnetic model equations, 21
© The Author(s), under exclusive license to Springer Nature Switzerland AG 2021
H. A. Sabbagh et al., Advanced Electromagnetic Models for Materials
Characterization and Nondestructive Evaluation, Scientific Computation,
https://doi.org/10.1007/978-3-030-67956-9
349
A
Absorption curve of Feˆ:TiO_2, 284
Advanced microstructure quantification, 102
Analysis of figure 3.10, 77
Analysis of variance (ANOVA), 170
An anisotropic inverse problem for measuring
FAWT, 73, 91
Anisotropic double-exponential and Gaussian
covariances, 202
Anisotropic double-exponential model, 207
Application of the set-theoretic algorithm to
CFRP’s, 89
Application to aircraft structures, 43
Application to Feˆ:TiO_2, 321
Artificial dielectric, 80
B
Bianisotropic system, 316, 318
Bilinear conjugate-gradient inversion
algorithm, 3
Bilinear conjugate-gradients, 6
Born approximation, 17
Bulk model, 86
A buried checkerboard, 39
Buried void at 50 MHz, 36
C
Characterizing CNT via electron-spin
resonance (ESR), 334
Chebyshev inequality, 152, 186
Chirality vector, 312
Clenshaw-Curtis grids, 218
Cole-Cole parameters, 258
Confidence levels: stochastic global
optimization, 149
Constitutive parameters of saline, 268
Constitutive relations for advanced composites,
61–63
A coupled-circuit model of Maxwell’s
equations, 69
Crystalline anisotropy, 299
D
Decision boundaries in sample space, 191
Delaminations, 98
Detectability of flaws in anisotropic media:
application to Ti64, 129, 140
Determining coil parameters, 262–264
Determining the ANOVA anchor point, 173
Dielectric properties of tissues, 259
Distribution of Chebyshev points, 234–238
A double checkerboard, 41
Double-exponential correlation function, 160
Drude-Lorentzian model, 311
E
Eddy-current detection of prepreg FAWT, 71
Eigenfunction results for stationary
covariances, 201
Eigenmodes of anisotropic media, 80, 123
Eigenvalue spectrum of Feˆ:TiO_2, 283
Eigenvalue spectrum of Hoˆ:CaF_2, 323
Eight-layer inversion algorithm, 248
Electromagnetic model equations, 21
© The Author(s), under exclusive license to Springer Nature Switzerland AG 2021
H. A. Sabbagh et al., Advanced Electromagnetic Models for Materials
Characterization and Nondestructive Evaluation, Scientific Computation,
https://doi.org/10.1007/978-3-030-67956-9
349