Output file are in $\verb!modele_path/dir.IPIM/dir.output!$ folder.

ENN_iProc_iTube_jourJulian_timeSec_lat_lon
ENN_iProc_iTube_jourJulian_timeSec_L_mlt

where:

$\begin{tabular}{rl} \verb!iProc ! & is the number of proc used for this output\\ \verb!iTube ! & is the number of the output tube (in case of multi-tube simulation)\\ \verb!jourJulian ! & is the start day in Julian day\\ \verb!timeSec ! & is the start time in second\\ \verb!mlt ! & is the magnetic local time in hour of the dipolar tube\\ \verb!L ! & is the apex of the dipolar tube in planet radius\\ \verb!lon ! & is the longitude in degree\\ \verb!lat ! & is the latitude in degree\\ \end{tabular}$

The binary file can be read directly on Matlab with some routines.

cd dir.output
data_path=pwd; data_type='ipim';
file='ENN_0001_0001_2015079_54000_06.00_15.00';

giveno

Some variables for ions in Matlab workspace:

$\begin{tabular}{rl} \verb!iname ! & Gives the correspondance between index and ion name\\ \verb!mion ! & Ionic mass\\ \verb!n*_time ! & Density (m-3) for ion * for each time. Matrix (nAlt x nTime)\\ \verb!n* ! & Density (m-3) for ion * for the last time. Vector (nAlt)\\ \verb!v*_time ! & Velocity (m.s-1) for ion * for each time. Matrix (nAlt x nTime)\\ \verb!t*p_time ! & Parallel temperature (K) for ion * for each time. Matrix (nAlt x nTime)\\ \verb!t*t_time ! & Perpendicular temperature (K) for ion * for each time. Matrix (nAlt x nTime)\\ \verb!q*p_time ! & Parallel heat flow (W.m-2) for ion * for each time. Matrix (nAlt x nTime)\\ \verb!q*t_time ! & Perpendicular heat flow (W.m-2) for ion * for each time. Matrix (nAlt x nTime)\\ \verb!Pr*_time ! & Production rate (m-3.s-1) for ion * for each time. Matrix (nAlt x nTime)\\ \end{tabular}$

Some variables for neutrals in Matlab workspace:

$\begin{tabular}{rl} \verb!nname ! & Gives the correspondance between index and neutral name\\ \verb!mntr ! & neutral mass\\ \verb!N*_time ! & Density (m-3) for neutrals * for each time. Matrix (nAlt x nTime)\\ \verb!N* ! & Density (m-3) for neutrals * for the last time. Vector (nAlt)\\ \verb!Un_time ! & Velocity (m.s-1) for neutral * for each time. Matrix (nAlt x nTime)\\ \verb!Tn_time ! & Temperature (K) for neutral * for each time. Matrix (nAlt x nTime)\\ \end{tabular}$

Some variables about the model in Matlab workspace:

$\begin{tabular}{rl} \verb!curv_time ! & Curvilinear abscissa. Matrix (nAlt x nTime)\\ \verb!curv ! & Curvilinear abscissa. Vector (nAlt)\\ \verb!surf_time ! & Surface of each grid volume. Matrix (nAlt x nTime)\\ \verb!z_time ! & Altitude of each point grid. Matrix (nAlt x nTime)\\ \verb!Bmag_time ! & Norm of the magnetic field line. Matrix (nAlt x nTime)\\ \verb!latmag_time ! & Latitude of the grid in the magnetic referential. Matrix (nAlt x nTime)\\ \verb!latgeo_time ! & Latitude of the grid in the geographic referential. Matrix (nAlt x nTime)\\ \verb!lonmag_time ! & Longitude of the grid in the magnetic referential. Matrix (nAlt x nTime)\\ \verb!longeo_time ! & Longitude of the grid in the geographic referential. Matrix (nAlt x nTime)\\ \end{tabular}$

Some usefull Matlab command line:

semilogx(n2_time,z_time,n2,z,'r+')
plot(v1_time,z_time,v1,z,'r+')