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-3 for time period of this run.
![](data: image/png;base64,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)
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