Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Reka_Satomi_040623_5 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 24, 2021 |
Start Time | | 2021/11/24 08:00 |
End Time | | 2021/11/24 16:00 |
Key Words | | 0 |
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 | | -27.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | -19.76 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 100.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Reka_Satomi_040623_5 |
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-D for time period of this run.
![](data: 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)
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