Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: luo_peipei_031423_18 | |
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, 2020 |
Start Time | | 2020/01/02 18:00 |
End Time | | 2020/01/03 00:00 |
Key Words | | tianqin |
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 | | -13.99 |
Dipole Tilt, in Y-Z GSE plane, deg | | 7.78 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 69.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | luo_peipei_031423_18 |
Minimum Dst Value | | -5 |
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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