Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: yuhui_fu_011123_1 | |
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 00:00 |
End Time | | 2023/01/01 02:00 |
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 | | -26.13 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.30 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 97.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | yuhui_fu_011123_1 |
Minimum Dst Value | | -24 |
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 Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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