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.
Satellite data B plot for THEMIS-C for time period of this run.
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)
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