Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Quanqi_Shi_071710_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 3 2002 |
Start Time | | 2002/09/03 09:00 |
End Time | | 2002/09/03 16:00 |
Key Words | | Cusp |
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 | | 3.10 |
Dipole Tilt, in Y-Z GSE plane, deg | | -32.20 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 174.00000 |
Conductance Model | | Sig-CTIM |
Corotation | | no |
Run Number | | Quanqi_Shi_071710_1 |
Minimum Dst Value | | 17 |
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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