Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Tatiana_Niembro_100919_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | October 11, 2016 |
Start Time | | 2016/10/11 00:00 |
End Time | | 2016/10/13 00:00 |
Key Words | | solar wind |
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 | | -10.63 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.27 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 98.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Tatiana_Niembro_100919_2 |
Minimum Dst Value | | -13 |
SW Source | | ACE-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 Cluster-1 for time period of this run.
![](data: 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)
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