Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Chigo_Ngwira_100522_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 20, 2015 |
Start Time | | 2015/12/20 00:00 |
End Time | | 2015/12/20 08:00 |
Key Words | | THEMIS Tail Event |
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 | | -26.37 |
Dipole Tilt, in Y-Z GSE plane, deg | | 9.23 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 112.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Chigo_Ngwira_100522_1 |
Minimum Dst Value | | -54 |
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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