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 Cluster-3 for time period of this run.
![](data: image/png;base64,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)
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