Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Adam_Liebers_071123_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 12, 2008 |
Start Time | | 2008/01/12 00:00 |
End Time | | 2008/01/13 00:00 |
Key Words | | Jan12_1day |
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 | | -25.50 |
Dipole Tilt, in Y-Z GSE plane, deg | | 19.53 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 0 |
F10.7 | | 73.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Adam_Liebers_071123_1 |
Minimum Dst Value | | -27 |
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-11 for time period of this run.
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