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 GOES-10 for time period of this run.
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)
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