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 Wind for time period of this run.
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)
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