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.
Satellite data B plot for Geotail for time period of this run.
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)
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