Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Mostafa_ElAlaoui_040423_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | |
Start Time | | 2008/03/14 00:00 |
End Time | | 2008/03/14 06:00 |
Key Words | | SWMF04-Test_IO_91x181 |
Model | | SWMF |
Model Version | | v20211020 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -6.12 |
Dipole Tilt, in Y-Z GSE plane, deg | | 33.06 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Mostafa_ElAlaoui_040423_4 |
Minimum Dst Value | | -25 |
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 GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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