Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: yuhui_fu_011223_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 01, 2023 |
Start Time | | 2023/01/01 22:00 |
End Time | | 2023/01/02 00:00 |
Key Words | | 3 |
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 | | -21.10 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.48 |
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_3 |
Minimum Dst Value | | -22 |
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-D for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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