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