Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: GEM_PFlux_081910_3d | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | May 15 2005 |
Start Time | | 2005/05/15 00:00 |
End Time | | 2005/05/16 00:00 |
Key Words | | GEM Challenge |
Model | | OpenGGCM |
Model Version | | 3.1 |
Validation Level | | 0 |
Coordinate System for Input | | GSE |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 16.20 |
Dipole Tilt, in Y-Z GSE plane, deg | | 25.00 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 60 |
F10.7 | | 105.00000 |
Conductance Model | | Sig-CTIM |
Corotation | | no |
Run Number | | GEM_PFlux_081910_3d |
Minimum Dst Value | | -247 |
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.
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)
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