Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Thea_Falkenberg_013009_1a | |
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_013009_1a |
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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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