Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Robert_Strangeway_120205_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 7 1997 |
Start Time | | 1997/07/07 9:00 |
End Time | | 1997/07/07 15:00 |
Key Words | | FAST_FAC_1997_07_07_Redo |
Model | | OpenGGCM |
Model Version | | 2.1-1 |
Validation Level | | 2 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 17.90 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.80 |
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_1 |
Minimum Dst Value | | -11 |
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 IMP-8 for time period of this run.
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)
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