Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Quanqi_shi_011012_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 29, 2011 |
Start Time | | 2011/03/29 14:30 |
End Time | | 2011/03/29 17:30 |
Key Words | | shock and wave and flow |
Model | | OpenGGCM |
Model Version | | 3.1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 11.90 |
Dipole Tilt, in Y-Z GSE plane, deg | | 17.28 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 0.00000 |
Conductance Model | | constant |
Corotation | | no |
Run Number | | Quanqi_shi_011012_1 |
Minimum Dst Value | | 5 |
SW Source | | DSCOVR-realtime |
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 Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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