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 Cluster-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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