Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Adam_Liebers_061423_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 20, 2011 |
Start Time | | 2011/04/20 06:00 |
End Time | | 2011/04/20 08:00 |
Key Words | | run_8 |
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 | | 2.07 |
Dipole Tilt, in Y-Z GSE plane, deg | | 17.57 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 118.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Adam_Liebers_061423_1 |
Minimum Dst Value | | -22 |
SW Source | | WIND |
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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