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 GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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