Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: GEM_CEDAR_081215_11 | |
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 | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
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 | | 30 |
F10.7 | | 124.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | GEM_CEDAR_081215_11 |
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.
Satellite data B plot for THEMIS-C for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |