Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Derek_Andeweg_051508_1b | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 22 2002 |
Start Time | | 2002/03/22 00:00 |
End Time | | 2002/03/27 00:00 |
Key Words | | Pointing Flux |
Model | | BATSRUS with RCM |
Model Version | | v8.01 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -3.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | 34.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 170.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Derek_Andeweg_051508_1b |
Minimum Dst Value | | -100 |
SW Source | | DSCOVR-realtime |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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