Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Sergio_VidalLuengo_042721_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 09, 2012 |
Start Time | | 2012/03/09 00:00 |
End Time | | 2012/03/09 02:00 |
Key Words | | DPP Artemis |
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 | | -8.17 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.63 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 143.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Sergio_VidalLuengo_042721_1 |
Minimum Dst Value | | -28 |
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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