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-E for time period of this run.
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