Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: yuhui_fu_011223_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 02, 2023 |
Start Time | | 2023/01/02 12:00 |
End Time | | 2023/01/02 14:00 |
Key Words | | 4 |
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 | | -20.06 |
Dipole Tilt, in Y-Z GSE plane, deg | | -4.65 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 97.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | yuhui_fu_011223_4 |
Minimum Dst Value | | -10 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for THEMIS-B for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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