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