Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Adam_Liebers_080923_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 16:00 |
End Time | | 2000/09/16 02:00 |
Key Words | | Sep15_2000_Ohtani |
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 | | 14.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | -25.20 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 0 |
F10.7 | | 161.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Adam_Liebers_080923_1 |
Minimum Dst Value | | -38 |
SW Source | | OMNI |
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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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