deletions | additions       diff --git a/parameters.tex b/parameters.tex  index 494b58c..6f034d9 100644  --- a/parameters.tex  +++ b/parameters.tex 
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\label{sect:parameters}  In this section we discuss observational and theoretical constraints on boundary conditions and input values for the model, most notably $P(z)$, $\dot M$, $v_\infty$, and $\omega(z=0)$. Table~\ref{tab:fiducial} shows the values we adopt for our fiducial model. They are discussed in more detail in the following sections. We vary the parameters individually to show how each of them affects the solution of the ODE.   \begin{table}  %\label{tab:fiducial}  %\caption{Vaues \label{tab:fiducial}  \caption{Vaues  for fidicual model} \begin{tabular}{cc}  %\hline\hline \hline\hline  parameter & value\\  %\hline  %\hline  %$v_\infty$ \hline  $v_\infty$  & 500 km s$^{-1}$\\ %$\dot $\dot  M$ & $2\cdot10^{-10}\;M_\odot\textrm{yr}^{-1}$\\ %$\omega_0$ $\omega_0$  & 0.01 AU\\ %$P(z)$ $P(z)$  & $P_\infty+P_0\exp\left(-\frac{z}{h}\right)$\\ %$P_\infty$ $P_\infty$  & $10^{-8}$ Ba\\ %$P_0$ $P_0$  & $10^{-6}$ Ba\\ $h$ & 2 AU\\  \hline  \end{tabular}  \end{table}