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-D for time period of this run.
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)
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