Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Reka_Satomi_032523_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 06, 2021 |
Start Time | | 2021/11/06 16:00 |
End Time | | 2021/11/07 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 | | -7.06 |
Dipole Tilt, in Y-Z GSE plane, deg | | -18.80 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 100.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Reka_Satomi_032523_6 |
Minimum Dst Value | | -36 |
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-A for time period of this run.
![](data: 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)
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