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-2 for time period of this run.
![](data: 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)
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