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