Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Reka_Satomi_040323_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 19, 2021 |
Start Time | | 2021/11/19 08:00 |
End Time | | 2021/11/19 16:00 |
Key Words | | 1 |
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 | | -26.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | -21.50 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 100.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Reka_Satomi_040323_2 |
Minimum Dst Value | | -5 |
SW Source | | WIND |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Geotail for time period of this run.
![](data: 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)
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