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