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 GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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