Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Thea_Falkenberg_011609_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 26 2004 |
Start Time | | 2004/07/26 00:00 |
End Time | | 2004/07/30 02:00 |
Key Words | | July2004event, soteria |
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 | | 15.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.40 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 132.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Thea_Falkenberg_011609_1 |
Minimum Dst Value | | -170 |
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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