Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Adam_Liebers_071123_6 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 22, 2015 |
Start Time | | 2015/06/22 00:00 |
End Time | | 2015/06/24 12:00 |
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 | | 20.59 |
Dipole Tilt, in Y-Z GSE plane, deg | | 9.73 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 0 |
F10.7 | | 255.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Adam_Liebers_071123_6 |
Minimum Dst Value | | -198 |
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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