Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SONG_FANGLEI_092821_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, 2012 |
Start Time | | 2012/01/01 00:00 |
End Time | | 2012/01/15 00:00 |
Key Words | | IO |
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 | | -26.33 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.76 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 130.30000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | SONG_FANGLEI_092821_1 |
Minimum Dst Value | | -38 |
SW Source | | ACE-realtime |
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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