Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jia_Wei_033123_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 01, 2020 |
Start Time | | 2020/01/01 06:00 |
End Time | | 2020/01/01 12:00 |
Key Words | | model2 |
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 | | -32.04 |
Dipole Tilt, in Y-Z GSE plane, deg | | 1.27 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 69.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Jia_Wei_033123_2 |
Minimum Dst Value | | 1 |
SW Source | | WIND |
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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