Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jia_Wei_101623_7 | |
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 12:00 |
End Time | | 2023/01/02 18:00 |
Key Words | | t7 |
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 | | -20.06 |
Dipole Tilt, in Y-Z GSE plane, deg | | -4.65 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 97.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Jia_Wei_101623_7 |
Minimum Dst Value | | -15 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Diagnostic indices for this run.
Choose variable to plot:
![](data: image/png;base64,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)
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