Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jodie_BarkerTvedtnes_082010_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 14 2004 |
Start Time | | 2004/09/14 15:00 |
End Time | | 2004/09/14 20:00 |
Key Words | | Storm |
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 | | 14.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | -28.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 116.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Jodie_BarkerTvedtnes_082010_1 |
Minimum Dst Value | | -20 |
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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