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.
Satellite data B plot for Cluster-2 for time period of this run.
![](data: 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)
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