Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Reka_Satomi_032923_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 12, 2021 |
Start Time | | 2021/11/12 00:00 |
End Time | | 2021/11/12 08:00 |
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 | | -20.79 |
Dipole Tilt, in Y-Z GSE plane, deg | | -6.53 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 100.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Reka_Satomi_032923_4 |
Minimum Dst Value | | -7 |
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.
Model values plot for THEMIS-E for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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