% Note: Nomenclature is automatically sorted alphabetically
% [A] : Constants
% [B] : Latin
% [C] : Greek
% Use \nomunit{$Value\, Units$} to add the value and units for a defined constant

\nomenclature[A]{$c$}{Speed of light in a vacuum.\nomunit{$299,792,458\, m/s$}}
\nomenclature[A]{$h$}{Planck constant.\nomunit{$6.62607015E-34\, Js$}}
\nomenclature[B]{$E$}{Young's Modulus}
\nomenclature[B]{$K$}{Elastic Constant}
\nomenclature[B]{$T$}{Torque}
\nomenclature[B]{$a$}{Acceleration}
\nomenclature[B]{$v$}{Velocity}
\nomenclature[B]{$d$}{Distance}
\nomenclature[B]{$m$}{Mass}
\nomenclature[C]{$\varepsilon$}{Strain}
\nomenclature[C]{$\alpha$}{Primary Angle}

\nomenclature[A]{$R$}{Gas Constant.\nomunit{$R = 8.314 \text{ J/(mol·K)}$}}
\nomenclature[A]{$k$}{Boltzmann Constant.\nomunit{$k = 1.380649 \times 10^{-23} \text{ J/K}$}}
\nomenclature[A]{$\mu_0$}{Permeability of Free Space.\nomunit{$\mu_0 = 4\pi \times 10^{-7} \text{ H/m}$}}
\nomenclature[A]{$\epsilon_0$}{Permittivity of Free Space.\nomunit{$\epsilon_0 = 8.854 \times 10^{-12} \text{ F/m}$}}
\nomenclature[A]{$g$}{Acceleration due to Gravity.\nomunit{$g = 9.81 \text{ m/s}^2$}}
\nomenclature[A]{$\pi$}{Mathematical Constant Pi.\nomunit{$\pi \approx 3.14159$}}
\nomenclature[A]{$\hbar$}{Reduced Planck Constant.\nomunit{$\hbar = 1.055 \times 10^{-34} \text{ Js}$}}
\nomenclature[A]{$\text{R}_e$}{Rankine Number.\nomunit{$\text{R}_e = \frac{L v \rho}{\mu}$}}

\nomenclature[B]{$F$}{Force.}
\nomenclature[B]{$A$}{Cross-sectional Area.}
\nomenclature[B]{$L$}{Length.}
\nomenclature[B]{$D$}{Diameter.}
\nomenclature[B]{$t$}{Thickness.}
\nomenclature[B]{$V$}{Volume.}
\nomenclature[B]{$P$}{Pressure.}
\nomenclature[B]{$T$}{Temperature.}
\nomenclature[B]{$M$}{Moment.}
\nomenclature[B]{$I$}{Area Moment of Inertia.}
\nomenclature[B]{$G$}{Shear Modulus.}

\nomenclature[C]{$\sigma$}{Normal Stress.}
\nomenclature[C]{$\tau$}{Shear Stress.}
\nomenclature[C]{$\lambda$}{Wavelength.}
\nomenclature[C]{$\delta$}{Deflection.}