Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Reka_Satomi_032523_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 05, 2021 |
Start Time | | 2021/11/05 08:00 |
End Time | | 2021/11/05 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 | | -23.31 |
Dipole Tilt, in Y-Z GSE plane, deg | | -25.61 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 100.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Reka_Satomi_032523_2 |
Minimum Dst Value | | -38 |
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.
![](data: 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)
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