Integrator : Différence entre versions

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[[Fichier:DOP.png]]
 
[[Fichier:DOP.png]]
  
''<font color=#FF0000>'''Note: since V11.4 and dute to the V4.4 version of [http://patrius.cnes.fr PATRIUS] a specific option ia available to bypass the error mode when min step is reached. In that case, the precision given by tolérances will not be reached but the propagation will go on.'''</font>''
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''<font color=#FF0000>'''Note: since V11.4 and due to the V4.4 version of [http://patrius.cnes.fr PATRIUS] a specific option is available to by-pass the error mode when minimum step is reached. In that case, the precision given by tolerances will not be reached but the propagation will go on.'''</font>''
 
''<font color=#FF0000>'''Note: since V11.4 some typical tuning is proposed depending on the kind of orbit and the desired precision.'''</font>''
 
''<font color=#FF0000>'''Note: since V11.4 some typical tuning is proposed depending on the kind of orbit and the desired precision.'''</font>''

Version du 8 novembre 2019 à 10:19

In this tab we have to kind of information:

Propagation data

First, data linked to the propagation with:

  • Duration or date criteria for the end of the propagation
  • Value of the duration or the date of the end of the propagation
  • Altitude of the end of the propagation
  • Type of altitude (since V11.4)

PropagationData.png

Note: the propagation will stop once the first event (date or altitude) will occur.

Note: it is possible to retro propagate a trajectory by giving a negative duration or a date previous to the initial one.

  • Frame used for the propagation (only inertial ones among CIRF, EME2000 and GCRF); the first one is recommended in term of CPU time.

Numerical integrator

Then, we will have numerical integrator tuning:

  • If the user chooses a Runge Kutta, only the step will have to be entered
  • If the Dormand Price is selected the user will have to tune min/max steps and tolerances (but by default values are available).

DOP.png

Note: since V11.4 and due to the V4.4 version of PATRIUS a specific option is available to by-pass the error mode when minimum step is reached. In that case, the precision given by tolerances will not be reached but the propagation will go on. Note: since V11.4 some typical tuning is proposed depending on the kind of orbit and the desired precision.