Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Hava_Turkakin_103123_5 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 07, 2010 |
Start Time | | 2010/01/07 00:00 |
End Time | | 2010/01/08 00:00 |
Key Words | | Substorms_by_Forsty_2010_Jan7 |
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 | | -25.93 |
Dipole Tilt, in Y-Z GSE plane, deg | | 17.61 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 0 |
F10.7 | | 75.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Hava_Turkakin_103123_5 |
Minimum Dst Value | | -5 |
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-E for time period of this run.
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)
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