Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Hava_Turkakin_063022_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 00:00 |
End Time | | 2013/03/19 00:00 |
Key Words | | storm |
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 | | -4.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.86 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 124.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Hava_Turkakin_063022_1 |
Minimum Dst Value | | -132 |
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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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