Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Maksym_Petrenko_040623_1 | |
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 | | SWMF01-Test_IO_Preset_1 |
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 | | Maksym_Petrenko_040623_1 |
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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