Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: GEM_CEDAR_081215_17 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
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 | | 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 | | 5.27 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.63 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 148.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | GEM_CEDAR_081215_17 |
Minimum Dst Value | | -78 |
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 GOES-11 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. |