Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Adam_Liebers_060923_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 16, 2005 |
Start Time | | 2005/03/16 00:00 |
End Time | | 2005/03/16 07:00 |
Key Words | | run_3 |
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 | | -5.46 |
Dipole Tilt, in Y-Z GSE plane, deg | | 33.25 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 103.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Adam_Liebers_060923_1 |
Minimum Dst Value | | -9 |
SW Source | | ACE-L2 |
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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