Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Reka_Satomi_033023_15 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 14, 2021 |
Start Time | | 2021/11/14 08:00 |
End Time | | 2021/11/14 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 | | -25.62 |
Dipole Tilt, in Y-Z GSE plane, deg | | -23.11 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 100.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Reka_Satomi_033023_15 |
Minimum Dst Value | | -2 |
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 Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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