Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Tristen_Wanner_092523_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 15, 2015 |
Start Time | | 2015/11/15 00:00 |
End Time | | 2015/11/15 12:00 |
Key Words | | G1eventOpenGGCM |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSE |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -21.66 |
Dipole Tilt, in Y-Z GSE plane, deg | | -5.19 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 103.50000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Tristen_Wanner_092523_4 |
Minimum Dst Value | | -15 |
SW Source | | ACE-L2 |
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-2 for time period of this run.
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)
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