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.
Model values plot for Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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