Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Adam_Liebers_071123_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 19, 2014 |
Start Time | | 2014/02/19 00:00 |
End Time | | 2014/02/21 00:00 |
Key Words | | 2days |
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 | | -15.62 |
Dipole Tilt, in Y-Z GSE plane, deg | | 30.35 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 0 |
F10.7 | | 154.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Adam_Liebers_071123_2 |
Minimum Dst Value | | -119 |
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 THEMIS-A for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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