Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yulia_Bogdanova_073008_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 8 2002 |
Start Time | | 2002/09/08 03:00 |
End Time | | 2002/09/08 07:00 |
Key Words | | X-line motion for northward IMF |
Model | | BATSRUS |
Model Version | | v7.73 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -4.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | -18.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 194.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Yulia_Bogdanova_073008_1 |
Minimum Dst Value | | -153 |
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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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