Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: luo_peipei_031423_16 | |
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 06:00 |
End Time | | 2020/01/02 12:00 |
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 | | -31.96 |
Dipole Tilt, in Y-Z GSE plane, deg | | 1.73 |
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_16 |
Minimum Dst Value | | -2 |
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.
Satellite data B plot for Cluster-3 for time period of this run.
![](data: 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)
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