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### 5.3.3 Fundamental Model Parameters

• `real teff`:
The effective temperature is one of the basic model parameters and is specified e.g. with
```real teff  f=F13.3 b=4  n='Effective Temperature' u=K
3500.0
```
(for a relatively cool star). Note that the actual effective temperature can only be determined a posteriori and that the entropy of the instreaming entropy (see below) is more important than `teff` itself. In fact, `teff` is only used to control material properties at the outer boundary. Its value should be close to the expected effective temperature of the model.

• `character grav_mod`:
Gravity is another characteristic of a stellar atmosphere. The type (or geometry) of the external gravity field has to be specified e.g. with
```character grav_mode  f=A80 b=80  n='Type of gravity field' &
c0='constant/central'
central
```
Two values are possible so far:
• `constant`: In the standard ``solar'' case the constant gravity specified with `real grav` is directed downward in x3 direction.
• `central`: For the ``supergiant'' case a central potential is assumed with an origin at x=0. The stellar mass as well as inner and outer smoothing radius have to be specified.

• `real grav`:
In the case of a constant gravity the amount of the acceleration has to specified with
```real grav  f=E15.8 b=4  n='Gravity' u=cm/s^2
27500.0
```
Setting this value to zero switches off gravity (oh wonder).

• `real mass_star`:
In the case of a central the mass (in cgs units) of the star has to be specified with
```real mass_star f=E15.8 b=4 n='Stellar Mass'              u=g
9.94500e+33
```

• `real r0_grav`:
To avoid the central singularity in a 1/r potential it is smoothed in the center to give a central potential of 1/`r0_grav`, specified with
```real r0_grav   f=E15.8 b=4 n='Inner Smoothing Radius'    u=cm
9.45833e+12
```
This parameter should always be non-zero for a central potential.

• `real r1_grav`:
The density in an atmosphere in hydrostatic equilibrium can decline to very low values. To artificial enlarge the pressure (and density) scale height in the outer layers of the star (the corners of the box) the gravity can be reduced by defining the potential at infinity to be 1/`r1_grav`, specified with
```real r1_grav   f=E15.8 b=4 n='Outer Smoothing Radius'    u=cm &
c0='0.0: Not used'
11.35000e+13
```
Setting this parameter to zero gives the usual 1/r behavior of the potential in the outer layers but also chooses another smoothing formula in the central part (where `real r0_grav` is relevant). But a value somewhat larger than the remotest corner of the box effectively cancels this artificial smoothing in the outer layers without changing the formula for the potential.     Next: 5.3.4 Boundary Conditions Up: 5.3 Parameter File: rhd.par Previous: 5.3.2 Header   Contents   Index
Bernd Freytag 2002-02-16