Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: shengsheng_li_011723_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 03, 2023 |
Start Time | | 2023/01/03 20:00 |
End Time | | 2023/01/03 22:00 |
Key Words | | 4 |
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 | | -16.53 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.59 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 97.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | shengsheng_li_011723_4 |
Minimum Dst Value | | -14 |
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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