Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Reka_Satomi_032423_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 03, 2021 |
Start Time | | 2021/11/03 00:00 |
End Time | | 2021/11/03 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 | | -18.27 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.19 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 100.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Reka_Satomi_032423_1 |
Minimum Dst Value | | -3 |
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-E for time period of this run.
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)
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