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.
Satellite data B plot for Cluster-3 for time period of this run.
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)
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