Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: shengsheng_li_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 | | shengsheng_li_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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