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 GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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