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 Wind for time period of this run.
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)
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