Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yihua_Zheng_090721_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 16, 2015 |
Start Time | | 2015/10/16 11:30 |
End Time | | 2015/10/16 13:30 |
Key Words | | Magnetopause |
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_090721_2 |
Minimum Dst Value | | -10 |
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.
Model values plot for THEMIS-D for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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