Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yihua_Zheng_031022_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 16, 2015 |
Start Time | | 2015/10/16 11:30 |
End Time | | 2015/10/16 17:00 |
Key Words | | Python project |
Model | | OpenGGCM |
Model Version | | 5.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -7.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.22 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 108.40000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Yihua_Zheng_031022_1 |
Minimum Dst Value | | -10 |
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.
![](data: 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)
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