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 Cluster-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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