Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Reka_Satomi_040123_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 18, 2021 |
Start Time | | 2021/11/18 00:00 |
End Time | | 2021/11/18 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 | | -22.22 |
Dipole Tilt, in Y-Z GSE plane, deg | | -4.49 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 100.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Reka_Satomi_040123_4 |
Minimum Dst Value | | -6 |
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.
Diagnostic indices for this run.
Choose variable to plot:
![](data: image/png;base64,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)
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