Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: GEM_CEDAR_081215_10 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | May 07, 2012 |
Start Time | | 2012/05/07 00:00 |
End Time | | 2012/05/15 00:00 |
Key Words | | GC Event 3, 20120507- 0514 |
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 | | 15.01 |
Dipole Tilt, in Y-Z GSE plane, deg | | 26.12 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 124.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | GEM_CEDAR_081215_10 |
Minimum Dst Value | | -42 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for THEMIS-D for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |