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.
Satellite data B plot for Cluster-3 for time period of this run.
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)
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