Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Adam_Liebers_071123_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | January 12, 2008 |
Start Time | | 2008/01/12 00:00 |
End Time | | 2008/01/13 00:00 |
Key Words | | Jan12_1day |
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 | | -25.50 |
Dipole Tilt, in Y-Z GSE plane, deg | | 19.53 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 0 |
F10.7 | | 73.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Adam_Liebers_071123_1 |
Minimum Dst Value | | -27 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-12 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. |