Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: robert_strangeway_120205_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 17 1997 |
Start Time | | 1997/07/17 9:00 |
End Time | | 1997/07/17 15:00 |
Key Words | | FAST_FAC_1997_07_17_Redo |
Model | | OpenGGCM |
Model Version | | 2.1-1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 16.70 |
Dipole Tilt, in Y-Z GSE plane, deg | | -20.50 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | robert_strangeway_120205_2 |
Minimum Dst Value | | -10 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Polar for time period of this run.
![](data: 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