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 Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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