All the fundamental physical constants are from CODATA RECOMMENDED VALUES

$\textbf{unit}$
$\text{meter}$	${\rm [m]}$	$= 5.067731 \times 10^{6}$	$\times{\rm [eV^{-1}]}$	$\times (c\hbar)$
$\text{second}$	${\rm [s]}$	$= 1.519267 \times 10^{15}$	$\times{\rm [eV^{-1}]}$	$\times (\hbar)$
$\text{kilogram}$	${\rm [kg]}$	$= 5.609589 \times 10^{35}$	$\times{\rm [eV]}$	$\times (c^{-2})$
$\text{kelvin}$	${\rm [K]}$	$= 8.617333 \times 10^{-5}$	$\times{\rm [eV]}$	$\times (k_{B}^{-1})$
$\text{coulomb}$	${\rm [C]}$	$= 1.890067 \times 10^{18}$	$\times{\rm [1]}$	$\times \sqrt{\epsilon_{0}\hbar c}$
$\text{ampere}$	${\rm [A]}$	$= 1.244065 \times 10^{3}$	$\times{\rm [eV]}$	$\times \sqrt{\epsilon_{0} c/\hbar}$
$\text{Farad}$	${\rm [F]}$	$= 5.723541 \times 10^{17}$	$\times{\rm [eV^{-1}]}$	$\times (\epsilon_{0}\hbar c)$
$\text{Tesla}$	${\rm [T]}$	$= 1.953528 \times 10^{2}$	$\times{\rm [eV^{2}]}$	$\times \sqrt{1/\epsilon_{0}\hbar^{3} c^{5}}$
$\text{Gauss}$	${\rm [G]}$	$= 1.953528 \times 10^{-2}$	$\times{\rm [eV^{2}]}$	$\times \sqrt{1/\epsilon_{0}\hbar^{3} c^{5}}$