Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Hava_Turkakin_101323_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 17, 2013 |
Start Time | | 2013/03/17 02:00 |
End Time | | 2013/03/17 10:44 |
Key Words | | Rerun_killed_before |
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 | | -9.58 |
Dipole Tilt, in Y-Z GSE plane, deg | | 30.33 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 0 |
F10.7 | | 124.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Hava_Turkakin_101323_1 |
Minimum Dst Value | | -66 |
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-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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