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