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