I'm a first time TeX user and had typed out certain (long) equations in a single column format for submission to a journal (that part worked fine). Unfortunately, I accidentally missed the fact (!) that Physical Review journals have a two column format. Directly converting to the two column format results in them spilling over the column width. So, now, I need to break all these beautiful long equations so that nothing spills over columns.
Q.1 - Is there any way to do this automatically, without changing too much (time constraint)?
Q.2 - Using eqnarray has one disadvantage -
\begin{eqnarray}
LHS & = & RHS1 \nonumber \\\
& & + RHS2 \nonumber\\\
& & + RHS 3
\end{eqnarray}
Of course I want the three RHS to be aligned, so that the equation displays well, but even if LHS is not a very big string, I'm wasting some space = width of ``LHS = '' (which is conspicuously large in a two column format).
(THOSE OF YOU WHO ARE PLANNING TO MARK THIS AS A DUPLICATE, PLEASE ENSURE THAT YOU REFER TO THE RIGHT POST SO THAT MY QUERY GETS ADEQUATELY ANSWERED. THANKS.)
PS - As demanded by @egreg and @daleif, I'm also adding a sobered up Minimum Working Example (MWE) -
\documentclass{article}
\begin{document}
\begin{eqnarray}
\Pi(\rho, \sigma, \delta) & = & \frac{1}{B} (4\rho_p + 2\rho_n + \rho_{\Lambda} + 2\rho_{\Sigma^+})-2\rho_{\Sigma^-} + 2\rho_{\Sigma^0} + 2\rho_{\Xi^0} - 2\rho_{\Xi^-}) - \frac{(\sigma_1 + (\sigma_3)_z)}{2\sigma_2\delta} \nonumber\\
& & + \frac{\sigma_1}{\sqrt{2}\delta}(4\rho^s_p + 2\rho^s_n + \rho^s_{\Lambda} + 2\rho^s_{\Sigma^+})-2\rho^s_{\Sigma^-} + 2\rho^s_{\Sigma^0} + 2\rho^s_{\Xi^0} - 2\rho^s_{\Xi^-})
\end{eqnarray}
\end{document}
Now, of course, this has been `broken' at the appropriate places for a single column format, but needs to be revamped for a two column format.

\documentclass{...}and ending with\end{document}. – egreg May 12 '14 at 06:50\begin{document}
\begin{eqnarray} \Pi(\rho, \sigma, \delta) & = & \frac{1}{B} (4\rho_p + 2\rho_n + \rho_{\Lambda} + 2\rho_{\Sigma^+})-2\rho_{\Sigma^-} + 2\rho_{\Sigma^0} + 2\rho_{\Xi^0} - 2\rho_{\Xi^-}) - \frac{(\sigma_1 + (\sigma_3)z)}{2\sigma_2\delta} \nonumber\ & & + \frac{\sigma_1}{\sqrt{2}\delta}(4\rho^s_p + 2\rho^s_n + \rho^s{\Lambda} + 2\rho^s_{\Sigma^+})-2\rho^s_{\Sigma^-} + 2\rho^s_{\Sigma^0} + 2\rho^s_{\Xi^0} - 2\rho^s_{\Xi^-}) \end{eqnarray}
\end{document}
– TeX beginner May 12 '14 at 07:19