Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yihua_Zheng_040122_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 | | 0 |
F10.7 | | 108.40000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Yihua_Zheng_040122_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 THEMIS-E for time period of this run.
![](data: 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)
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