Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: shanxue_jiang_011723_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 04, 2023 |
Start Time | | 2023/01/04 02:00 |
End Time | | 2023/01/04 04:00 |
Key Words | | 3 |
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 | | -30.05 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.10 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 97.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | shanxue_jiang_011723_3 |
Minimum Dst Value | | -25 |
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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