Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWPC_OpenGGCM_031111_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 30 2001 |
Start Time | | 2001/08/30 19:00 |
End Time | | 2001/09/01 00:00 |
Key Words | | dB/dt R2O Challenge 2011 |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 18.50 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.40 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 203.00000 |
Conductance Model | | Sig-CTIM |
Corotation | | no |
Run Number | | SWPC_OpenGGCM_031111_3 |
Minimum Dst Value | | -40 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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