Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Geeta_Vichare_100620_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 21, 2005 |
Start Time | | 2005/01/21 16:00 |
End Time | | 2005/01/21 23:00 |
Key Words | | electron flux |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -10.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.22 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 109.90000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Geeta_Vichare_100620_1 |
Minimum Dst Value | | -89 |
SW Source | | ACE-realtime |
Diagnostic Indices | | NO |
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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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