Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Reka_Satomi_033023_11 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 13, 2021 |
Start Time | | 2021/11/13 00:00 |
End Time | | 2021/11/13 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 | | -21.04 |
Dipole Tilt, in Y-Z GSE plane, deg | | -6.21 |
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_11 |
Minimum Dst Value | | -4 |
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-2 for time period of this run.
![](data: 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)
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