Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Derek_Andeweg_051508_1c | |
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_1c |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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