Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Reka_Satomi_040323_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 20, 2021 |
Start Time | | 2021/11/20 00:00 |
End Time | | 2021/11/20 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 | | -22.66 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.77 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 100.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Reka_Satomi_040323_4 |
Minimum Dst Value | | 5 |
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 THEMIS-A for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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