Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Reka_Satomi_040323_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 19, 2021 |
Start Time | | 2021/11/19 00:00 |
End Time | | 2021/11/19 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 | | -22.44 |
Dipole Tilt, in Y-Z GSE plane, deg | | -4.13 |
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_1 |
Minimum Dst Value | | -6 |
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-D for time period of this run.
![](data: 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