Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Quanqi_shi_011012_2 | |
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 conduct_real |
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 | | 115.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Quanqi_shi_011012_2 |
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 THEMIS-C for time period of this run.
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)
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