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.
Model values plot for GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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