Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Adam_Liebers_080923_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 18, 2001 |
Start Time | | 2001/03/18 01:00 |
End Time | | 2001/03/18 10:00 |
Key Words | | Mar18_2001_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 | | -7.53 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.35 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 0 |
F10.7 | | 138.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Adam_Liebers_080923_3 |
Minimum Dst Value | | -11 |
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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