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