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 GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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