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 Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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