Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Ewelina_Florczak_092521_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 25, 2018 |
Start Time | | 2018/08/25 00:00 |
End Time | | 2018/08/27 12:00 |
Key Words | | swmf |
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 | | 8.15 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.74 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 73.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Ewelina_Florczak_092521_4 |
Minimum Dst Value | | -169 |
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.
Model values plot for Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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