Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yide_Jing_022122_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_022122_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.
Satellite data B plot for Geotail for time period of this run.
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)
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