Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Roxanne_Katus_012710_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 17 2002 |
Start Time | | 2002/04/17 20:00 |
End Time | | 2002/04/18 20:00 |
Key Words | | number one |
Model | | BATSRUS |
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 | | 20.20 |
Dipole Tilt, in Y-Z GSE plane, deg | | 29.80 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 195.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Roxanne_Katus_012710_1 |
Minimum Dst Value | | -127 |
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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