Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yihua_Zheng_021022_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 29, 2018 |
Start Time | | 2018/04/29 04:50 |
End Time | | 2018/04/29 05:50 |
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 | | 5.21 |
Dipole Tilt, in Y-Z GSE plane, deg | | 18.58 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 72.20000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Yihua_Zheng_021022_2 |
Minimum Dst Value | | 8 |
SW Source | | WIND |
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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