Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Adam_Liebers_071123_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 27, 2014 |
Start Time | | 2014/02/27 08:00 |
End Time | | 2014/03/01 00:00 |
Key Words | | 2day |
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 | | -15.73 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.96 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 0 |
F10.7 | | 172.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Adam_Liebers_071123_3 |
Minimum Dst Value | | -97 |
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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