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