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.
Satellite data B plot for THEMIS-B for time period of this run.
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)
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