Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Derek_Andeweg_051508_1 | |
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 | | Test |
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_1 |
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 GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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