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.
Satellite data B plot for THEMIS-B for time period of this run.
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)
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