Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Reka_Satomi_032923_5 | |
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 08:00 |
End Time | | 2021/11/12 16:00 |
Key Words | | 1 |
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 | | -25.15 |
Dipole Tilt, in Y-Z GSE plane, deg | | -23.71 |
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_5 |
Minimum Dst Value | | -5 |
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 Cluster-4 for time period of this run.
![](data: image/png;base64,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)
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