Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Adam_Liebers_071123_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 27, 2014 |
Start Time | | 2014/02/27 08:00 |
End Time | | 2014/03/01 00:00 |
Key Words | | 2day |
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 | | -15.73 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.96 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 0 |
F10.7 | | 172.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Adam_Liebers_071123_3 |
Minimum Dst Value | | -97 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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