Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Reka_Satomi_032523_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 05, 2021 |
Start Time | | 2021/11/05 16:00 |
End Time | | 2021/11/06 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 | | -6.75 |
Dipole Tilt, in Y-Z GSE plane, deg | | -19.07 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 100.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Reka_Satomi_032523_3 |
Minimum Dst Value | | -38 |
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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