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tables.tex
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%\listoffigures
\begin{table}[ht] \caption{Table of abbreviations} \label{tb_shortcuts} \centering
\begin{tabular}{ll}
\toprule
Abbreviation & Meaning \\
\hline
1-D, 2-D, 3-D & One-, two- and three-dimensional \\
CDH & Current-Driven Homogenisation\\
EDB & (Formulation of Maxwell equations using the $\E$, $\D$ and $\B$ vectors)\\
EOT & Extraordinary optical transmission \\
FDFD & Finite-difference frequency-domain (algorithm)\\
FDM & Filter diagonalisation method (algorithm)\\
FDTD & Finite-difference time-domain (algorithm)\\
FEM & Finite-element method (algorithm)\\
FFT & Fast Fourier transform (algorithm)\\
FOM & Figure of Merit\\
FRoI & Frequency range of interest\\
GVD & Group velocity dispersion \\
IFC & Isofrequency contours\\
LHM & Left-Handed (Meta)Material\\
MM & Metamaterial\\
NGV & Negative group velocity\\
NRI & Negative refractive index\\
NRW & Nicolson-Ross-Weir (algorithm)\\
PBG & Photonic band-gap\\
PhC & Photonic crystal\\
%PML & Perfectly matched layers (absorber in simulation)\\
PWEM & Plane-wave expansion method (algorithm)\\
RHM & Right-Handed (Meta)Material\\
SPP & Surface Plasmon-Polariton\\
SRR & Split-ring resonator\\
sSRR & Symmetric split-ring resonator\\
STO & Strontium titanate, SrTiO$_3$ (ferroelectric material)\\
TDTS & Time-domain terahertz spectroscopy\\
%TMM & Transfer-matrix method (numerical computation)\\
\bottomrule
\end{tabular} \end{table}
\begin{table}[ht] \caption{Symbols used, approximately in the order they are introduced in text} \label{tb_symbols} \centering
\begin{tabular}{ll}
\toprule
Symbol & Meaning \\
\hline
$\E$ & Electric field\\
$\E_0$ & Amplitude of the electric field\\
$\D$ & Electric displacement\\
$\HH$ & Magnetic field\\
$\B$ & Magnetic displacement \vspace{3mm}\\
$\varepsilon_0$ &Vacuum permittivity, $8.85\cdot10^{-12}$ F/m\\
$\mu_0$ &Vacuum permeability, $1.25\cdot10^{-6}$ H/m \vspace{3mm}\\
$r, t$ & reflectance, transmittance\\
$\ii$ & Imaginary unit, $\ii^2 = -1$\\
$e$ & Euler constant, $e = 2.718\ldots$\\
$\pi$ & $\pi = 3.141\ldots$\\
$f$ & Frequency\\
$\omega$ & Angular frequency, $\omega = 2\pi f$\\
$\kk$ & Wave vector in homogeneous media\\
$\KK$ & Wave vector of the Bloch wave in periodic media\\
$t$, $\tau$ & Time\\
$c$ & Speed of light in vacuum, $c=2.998\cdot 10^8$ m/s \\
$f(t), F(\omega)$ & Function in the time domain, and in the frequency domain \\
$\chi_e,\chi_m$ & Electric and magnetic susceptibility in the local approximantion \\
$\epsrl(\omega), \murl(\omega)$ &Relative permittivity and permeability in the local approximation\\
$\epsrn(\omega, \kk)$ &Relative permittivity for nonlocal media\\
$\murn(\omega, \kk)$ &Relative permeability for nonlocal media\\
$\epsLL(\omega, \kk)$ &Relative permittivity in the Landau-Lifshitz ($\E\D\B$) formulation\\
$\Neff$ & Effective index of refraction (of periodic media)\\
$\Zeff$ & Effective impedance\\
$\eeff, \meff$ & Effective permittivity and permeability (of periodic media)\\
$\rr$, $\brho$ & Position in space (radius vector)\\
$\mathbf{a}_{1,2,3}$, $a$ & Lattice vectors, unit cell size in the cubic lattice \\
$\mathbb{R}$ & Real numbers\\
$\mathbb{Z}$ & Integers\\
$\mathbb{C}$ & Complex numbers\\
$h$ & Planck constant, $h = 6.626\cdot 10^{-34}$ J s\\
\bottomrule
\end{tabular} \end{table}
%with a density $\rho$ and average velocity $\mathbf{v}(t)$
%}}}