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.
Diagnostic indices for this run.
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![](data: 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)
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