Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Reka_Satomi_032723_7 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 08, 2021 |
Start Time | | 2021/11/08 16:00 |
End Time | | 2021/11/09 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 | | -7.65 |
Dipole Tilt, in Y-Z GSE plane, deg | | -18.25 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 100.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Reka_Satomi_032723_7 |
Minimum Dst Value | | -12 |
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-C for time period of this run.
![](data: 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)
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