Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Adam_Liebers_081423_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 09, 2016 |
Start Time | | 2016/08/09 00:00 |
End Time | | 2016/08/10 05:00 |
Key Words | | Merkin_storm |
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 | | 13.07 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.08 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 0 |
F10.7 | | 94.90000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Adam_Liebers_081423_1 |
Minimum Dst Value | | -25 |
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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