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.
Model values plot for THEMIS-A for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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