Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Thea_Falkenberg_032709_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 20:00 |
End Time | | 2004/07/27 20:00 |
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 | | 26.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | -4.60 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 132.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Thea_Falkenberg_032709_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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