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 THEMIS-B for time period of this run.
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