Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: shanxue_jiang_011223_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 02, 2023 |
Start Time | | 2023/01/02 02:00 |
End Time | | 2023/01/02 04:00 |
Key Words | | 2 |
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 | | -30.18 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.23 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 97.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | shanxue_jiang_011223_2 |
Minimum Dst Value | | -19 |
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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