Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: hui_wang_072005_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 21 2003 |
Start Time | | 2003/11/21 12:00 |
End Time | | 2003/11/21 18:00 |
Key Words | | storm |
Model | | OpenGGCM |
Model Version | | 2.1-1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -16.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | -23.30 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | hui_wang_072005_2 |
Minimum Dst Value | | -122 |
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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