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-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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