Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Ewelina_Florczak_011222_2 | |
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, 2015 |
Start Time | | 2015/03/17 06:00 |
End Time | | 2015/03/18 06:00 |
Key Words | | March2015 |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -11.53 |
Dipole Tilt, in Y-Z GSE plane, deg | | 20.81 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 113.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Ewelina_Florczak_011222_2 |
Minimum Dst Value | | -228 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Diagnostic indices for this run.
Choose variable to plot:
![](data: image/png;base64,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)
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