Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: yuhui_fu_011723_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 04, 2023 |
Start Time | | 2023/01/04 08:00 |
End Time | | 2023/01/04 10:00 |
Key Words | | 2 |
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 | | -29.10 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.01 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 97.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | yuhui_fu_011723_2 |
Minimum Dst Value | | -61 |
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-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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