Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yonghua_Liu_040412_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 01, 2004 |
Start Time | | 2004/03/01 00:00 |
End Time | | 2004/03/01 02:00 |
Key Words | | conjugate study |
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 | | -34.77 |
Dipole Tilt, in Y-Z GSE plane, deg | | -0.02 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 100.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Yonghua_Liu_040412_1 |
Minimum Dst Value | | -10 |
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 Polar for time period of this run.
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)
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