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: |
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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 |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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