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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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