Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Reka_Satomi_040423_5 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 22, 2021 |
Start Time | | 2021/11/22 08:00 |
End Time | | 2021/11/22 16:00 |
Key Words | | 1 |
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 | | -27.25 |
Dipole Tilt, in Y-Z GSE plane, deg | | -20.47 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 100.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Reka_Satomi_040423_5 |
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-C for time period of this run.
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)
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