Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Reka_Satomi_032823_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 09, 2021 |
Start Time | | 2021/11/09 16:00 |
End Time | | 2021/11/10 00:00 |
Key Words | | 2 |
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 | | -7.95 |
Dipole Tilt, in Y-Z GSE plane, deg | | -17.96 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 100.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Reka_Satomi_032823_3 |
Minimum Dst Value | | -15 |
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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