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