Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jia_Wei_031423_14 | |
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 18:00 |
End Time | | 2020/01/02 00:00 |
Key Words | | event4 |
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 | | -14.06 |
Dipole Tilt, in Y-Z GSE plane, deg | | 7.37 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 69.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Jia_Wei_031423_14 |
Minimum Dst Value | | -3 |
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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