Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Simona_Nitti_110922_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 17, 2002 |
Start Time | | 2002/04/17 06:00 |
End Time | | 2002/04/17 12:00 |
Key Words | | EB |
Model | | OpenGGCM |
Model Version | | 5.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 0.61 |
Dipole Tilt, in Y-Z GSE plane, deg | | 17.85 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 195.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Simona_Nitti_110922_1 |
Minimum Dst Value | | -25 |
SW Source | | ACE-L2 |
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 Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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