Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: shanxue_jiang_011723_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 03, 2023 |
Start Time | | 2023/01/03 22:00 |
End Time | | 2023/01/04 00:00 |
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 | | -20.95 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.31 |
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_1 |
Minimum Dst Value | | 0 |
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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