Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Reka_Satomi_040623_6 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 24, 2021 |
Start Time | | 2021/11/24 16:00 |
End Time | | 2021/11/25 00:00 |
Key Words | | 2 |
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 | | -11.57 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.11 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 100.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Reka_Satomi_040623_6 |
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 THEMIS-C for time period of this run.
![](data: image/png;base64,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)
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