Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Robert_Strangeway_111621_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | October 08, 2012 |
Start Time | | 2012/10/08 14:00 |
End Time | | 2012/10/09 10:00 |
Key Words | | IMF-BY FACs |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 1.65 |
Dipole Tilt, in Y-Z GSE plane, deg | | -28.85 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 103.20000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Robert_Strangeway_111621_1 |
Minimum Dst Value | | -111 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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