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.
Model values plot for THEMIS-D for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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