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\documentclass[spanish]{article}

\usepackage[spanish]{babel}
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\begin{document}
\author{\copyright Salvador Blasco Llopis}
\title{Constantes}
\date{}
\maketitle

Esta obra puede ser distribuida y usada libremente bajo los términos de la
licencia Creative Commons Atribución España 2.1\\[1cm]

\begin{tabular}{lllll}
Número de Avogadro & $N_A$ & $6{,}0221367\cdot10^{-23}$ & ${\rm mol}^{-1}$ &  \\
Boltzmann & $k_B$ & $1{,}380658$ & ${\rm J}\cdot{\rm K}^{-1}$ & $k_B=R/N_A$ \\
Volumen molar\footnote{Volumen de un mol de gas ideal en condiciones normales}  
	& $V_m$ & $22{,}4141$ & ${\rm L}\cdot{\rm mol}^{-1}$	&  \\
Constante de los gases & $R$ & $8{,}31451$ & ${\rm J}\cdot{\rm mol}^{-1}\cdot{\rm K}^{-1}$ & \\
Stefan--Boltzmann\protect\footnote{radiación} & $\sigma$ & $5{,}6751\cdot10^{-8}$ & 
	$\rm W\cdot m^{-2}\cdot K^{-4}$ & \\
Velocidad de la luz & $c$ & $299792458$ & $\rm m\cdot s^{-1}$ & 
	$c=\epsilon_0^{-1/2}\cdot\mu_0^{-1/2}$\\
Permitividad del vacío & $\epsilon_0$ & $8{,}85418781761\cdot10^{-12}$ & $\rm F\cdot m^{-1}$ & \\
Permeabilidad del vacío & $\mu_0$ & $1{,}25663706144\cdot10^{-6}$ & $\rm H\cdot m^{-1}$ & \\
Gravedad & $g$ & $9{,}80665$ & $\rm m\cdot s^{-2}$ & \\
Gravitación universal & $G$ & $6{,}67259\cdot10^{-11}$ & $\rm N\cdot m^2\cdot kg^{-2}$ & \\
Planck & $h$ & $6{,}6260755\cdot10^{-34}$ & $\rm J\cdot s$ & \\
Dirac & $\hbar$ & $1{,}054572669\cdot10^{-34}$ & $\rm J\cdot s$ & $\hbar=h/2\pi$ \\
Carga electrón & $e$, $q_e$ & $1{,}60217733\cdot10^{-19}$ & $\rm C$ & \\
Masa electrón & $m_e$ & $9{,}1093897\cdot10^{-31}$ & $\rm kg$ & \\
Masa protón & $m_p$ & $1{,}6726231\cdot10^{-27}$ & $\rm kg$ & \\
Estructura fina & $\alpha$ & $0{,}00729735308$ & & \\
Quantum flujo magnético & $\phi$ & $2{,}06783461\cdot10^{-35}$ & $\rm Wb$ & \\
Faraday & $F$ & $96485{,}309$ & $\rm C\cdot mol$ & \\
Rydberg & $R_\infty$ & $10973731{,}534$ & $\rm m^{-1}$ & \\
Radio de Bohr & $a_0$ & $0{,}0529177249$ & $\rm nm$ & \\
Magnetón de Bohr & $\mu_B$ & $9{,}2740154\cdot10^{-24}$ & $\rm J\cdot T^{-1}$ & \\
Magnetón de nuclear & $\mu_N$ & $5{,}0507866\cdot10^{-27}$ & $\rm J\cdot T^{-1}$ & \\
Longitud de onda de fotón & $\lambda_0$ & $1239{,}8425$ & $\rm nm$ & $\lambda_0=ch/e$ \\
Frecuencia de fotón & $f_0$ & $2{,}4179993\cdot10^{-14}$ & Hz & \\
Longitud de ondea Compton & $\lambda_C$ & $0{,}00242631058$ & nm & \\
Desplazamiento de Wien & $c_3$ & 0,002897756 & $\rm m\cdot K^{-1}$ & \\
& $\pi$ & 3,141592654 & & \\
& $e$ & 2,718281828 & \multicolumn{2}{r}{$\displaystyle e = \lim_{n\to\infty}(1+1/n)^n$} \\

\end{tabular}

\end{document}