Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Lutz_Rastaetter_101821_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 01, 2000 |
Start Time | | 2000/01/01 00:00 |
End Time | | 2000/01/01 02:00 |
Key Words | | test |
Model | | SWMF |
Model Version | | v20211014 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -26.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.33 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 125.60000 |
Conductance Model | | constant_hemi |
Corotation | | real |
Run Number | | Lutz_Rastaetter_101821_1 |
Minimum Dst Value | | -50 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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