Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: shengsheng_li_012223_1 | |
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 08:00 |
End Time | | 2023/01/01 10:00 |
Key Words | | 1 |
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 | | -29.35 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.36 |
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_1 |
Minimum Dst Value | | -17 |
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-A for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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