Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Adam_Liebers_081523_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 15, 2000 |
Start Time | | 2000/09/15 00:00 |
End Time | | 2000/09/16 12:00 |
Key Words | | Sep15 |
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 | | -0.55 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.44 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 0 |
F10.7 | | 161.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Adam_Liebers_081523_1 |
Minimum Dst Value | | -39 |
SW Source | | OMNI |
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 Geotail for time period of this run.
![](data: 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)
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