Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: shengsheng_li_012223_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 10:00 |
End Time | | 2023/01/01 12:00 |
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 | | -25.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | -5.60 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 97.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | shengsheng_li_012223_3 |
Minimum Dst Value | | -19 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Wind for time period of this run.
![](data: 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)
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