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