- vphot - Velocity at photosphere in km/s. The photosphere is a sharply definded sphere, providing continuum radiation at the bottom of the envelope.
- vmax - An artificially imposed upper boundary on the envelope in km/s. Usually set to a value where the optical depths in all lines is probably negligible.
- tbb - Blackbody temperature in K. The continuum emitted from the photosphere is characterized by this temperature.
- ea - The lowest wavelength to be considered, in Angstroms. Your plot may actually start at a higher wavelength, because of the stspec parameter below.
- eb - The highest wavelength to be plotted in Angstroms.
- nlam - Number of wavelength points where the spectrum is computed.
- flambda - Make the output flambda vs lamba instead of fnu vs lambda if set to .true.
- taumin - Minimum line optical depth to select. The presence of a species in the envelope is set by a nonzero optical depth in a reference line of the species (usually the strongest optical line). All other line optical depths are determined relative to that reference optical depth assuming Boltzmann excitation. The taumin parameter sets a lower optical depth threshold. If a line is computed to have optical depth below taumin, it is not included in the line list for the calculation. If many attempts are needed to get major features to fit, taumin can be set to a high value. It just makes Synow only consider stronger lines.
- grid - Grid resolution. This number controls the number of radial points used in the calculation, and actually represents the radius of the photosphere in grid points. This number can be as high as 35, but probably no lower than 5. Higher values of grid provide better spatial resolution when computing the spectrum and source functions, but also slow down the program.
- zeta - Set to something less than 1 to get a diluted blackbody. We've never used anything besides 1.
- stspec - Place to start actually computing the spectrum. This should be higher than the value of ea, by something like 500 angstroms or so.
Running Synow
When you run synow, you will get the follwoing output to STDOUT.
$synow
INITIALIZING
INITIALIZATION COMPLETE FOR 1 SPECIES
ON FILE 6 of 9
ON FILE 7 of 9
ON FILE 8 of 9
ON FILE 9 of 9
ALMOST DONE
$
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- pwrlaw - Optical depth in all lines is deployed spatially according to one or two laws. One of them is a powe
r-law radial density gradient. If this parameter is set to .true., then the optical depth in the lines will fall off with
radius according to a power law with index pwrlawin.
- pwrlawin - The power law index if optical depths in lines are to fall off like a power law.
- numref - The number of reference optical depths (ions) that will be specified at the end of the file.
- an - Atomic numbers of species to include in the calculation.
- ai - Ionization stages of species included ( 0 = neutral, 1 = first ionization, etc, up to ai = 5).
- tau1 - Optical depth in the reference line of the corresponding (an, ai) ion at vphot. Usually the reference l
ine of an ion is the strongest optical line of that ion. So for H I it is H-alpha 6563. The optical depth in this line at
all radii is determined by the choice of powerlaw-falloff or exponential-falloff. All other lines of this ion have optic
al depths determined relative to the reference line, assuming Boltzmann excitation.
- vmine - Lowest velocity in the envelope where the (an, ai) ion is present. If vmine > vphot, tau1 is *not*
the optical depth in the line at vmine, it is *lower*. If vmine >, we say the ion is "detached" from the pho
tosphere. Units are in 1000s of km/s.
- vmaxe - Highest velocity in the envelope where the (an, ai) ion is present. Units are in 1000s of km/s.
- ve - If pwrlaw is set to .false., then the optical depths of the lines are assumed to fall off exponentially.
Each individual line is allowed to have its own e-folding length (which is ve for tha an, ai ion). The units of ve are in
1000s of km/s.
- temp - Excitation temperature of the ion in 1000s of K. This temperature is the tempreature used to determine
all lines relative to the reference line, assuming Boltzmann excitation.
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