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Abbreviations.tex
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% Put the symbol on the left and the description on the right
% ie.
% $C_L$ & Lift Coefficient
%
% Don't forget to include math symbols using math mode (the dollar signs)
\textbf{Abbreviations, Acronyms, and Symbols}
\begin{tabular}{rl!{\hspace{1em}}rl}
$\alpha$ & Aircraft angle of attack [deg] & NiCd & Nickel-cadmium\\
$\rho$ & Air density [slug/in.$^3$] & NiMH & Nickel-metal hydride\\
$\omega_d$ & Damped frequency [rad/s, Hz] & RC & Remote-Controlled\\
$\omega_n$ & Natural frequency [rad/s, Hz] &$Re$ & Reynold's number\\
$\zeta$ & Damping ratio [--] &$S $ & Wing area [in.$^2$, ft.$^2$]\\
AIAA & American Institute of Aeronautics and Astronautics &$S_{wet}$ & Wetted area\\
$AR$ & Aspect ratio [--] & $TE$ & Trailing Edge\\
$b$ & Wingspan [in, ft] & $\theta$ & Theta\\
$c$ & Wing chord [in] &$T/W$ & Thrust-to-weight ratio [--]\\
$C_d$, $C_D$ & Drag coefficient (2D, 3D) [--] &UAV & Unmanned aerial vehicle\\
$C_{D0}$ & Zero-lift drag coefficient & $W/S$ & Wing loading [--]\\
$C_f$ & Skin friction coefficient &$W_S$ & Sensor pod weight [oz., lbf.]\\
$C_\text{HT}$ & Horizontal tail coefficient [--] & $v$ & Velocity [ft/s]\\
$C_l$, $C_L$ & Lift coefficient (2D, 3D) [--] & $Wh$ & Watt-hours\\
$C_{L_\text{max}}$ & Maximum lift coefficient [--]\\
$C_m$, $C_M$ & Moment coefficient (2D, 3D) [--]\\
$C_\text{VT}$ & Vertical tail coefficient [--]\\
CA & Cyanoacrylate adhesive\\
CAD & Computational Aided Design\\
CFD & Computational fluid dynamics\\
CG & Center of gravity [in]\\
CNC & Computer numerical controlled\\
$D$ & Drag\\
% $DBF$ & Design, Build, Fly\\
$e$ & Oswald efficiency\\
ESC & Electronic speed controller\\
%FEA & Finite element analysis\\
$g$ & acceleration of gravity\\
$GM$ & Ground mission score\\
IC & Integrated Circuit \\
IIT & Illinois Institute of Technology\\
$LE$ & Leading Edge\\
LED & Light Emitting Diode\\
$L$ & Lift\\
$L/D$ & Lift-to-drag ratio [--]\\
$L_S$ & Sensor pod length [in]\\
LiPo & Lithium polymer\\
$M_1$ & Mission 1 score\\
$M_2$ & Mission 2 score\\
$M_3$ & Mission 3 score\\
% $N_\text{con}$ & Number of shipping containers\\
\end{tabular}