Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jia_Wei_031423_13 | |
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, 2000 |
Start Time | | 2000/01/01 12:00 |
End Time | | 2000/01/01 18:00 |
Key Words | | event3 |
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 | | -19.63 |
Dipole Tilt, in Y-Z GSE plane, deg | | -6.11 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 125.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Jia_Wei_031423_13 |
Minimum Dst Value | | -24 |
SW Source | | ACE-L2 |
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 Polar for time period of this run.
![](data: 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)
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