Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yide_Jing_042022_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 09, 2004 |
Start Time | | 2004/11/09 00:00 |
End Time | | 2004/11/11 00:00 |
Key Words | | electron density |
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 | | -20.63 |
Dipole Tilt, in Y-Z GSE plane, deg | | -6.36 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 138.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Yide_Jing_042022_4 |
Minimum Dst Value | | -263 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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