Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: GEM_CEDAR_081215_16 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 01, 2012 |
Start Time | | 2012/09/01 00:00 |
End Time | | 2012/09/06 00:00 |
Key Words | | GC Event 4, 20120901- 0905 |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 5.27 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.63 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 148.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | GEM_CEDAR_081215_16 |
Minimum Dst Value | | -78 |
SW Source | | DSCOVR-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 Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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