Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Reka_Satomi_033023_16 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 14, 2021 |
Start Time | | 2021/11/14 16:00 |
End Time | | 2021/11/15 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 | | -9.31 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.46 |
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_16 |
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.
Satellite data B plot for THEMIS-B for time period of this run.
![](data: image/png;base64,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