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