Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Reka_Satomi_040423_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 21, 2021 |
Start Time | | 2021/11/21 08:00 |
End Time | | 2021/11/21 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 | | -27.07 |
Dipole Tilt, in Y-Z GSE plane, deg | | -20.82 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 100.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Reka_Satomi_040423_2 |
Minimum Dst Value | | -3 |
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 THEMIS-B for time period of this run.
![](data: 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)
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