Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yide_Jing_091521_1 | |
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 00:00 |
End Time | | 2000/01/01 02:00 |
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 | | -26.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.33 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 125.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Yide_Jing_091521_1 |
Minimum Dst Value | | -50 |
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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)
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