Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Bill_Paterson_012009_1a | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 17 2001 |
Start Time | | 2001/12/17 06:00 |
End Time | | 2001/12/17 18:00 |
Key Words | | substorm |
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 | | -33.90 |
Dipole Tilt, in Y-Z GSE plane, deg | | -6.50 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 199.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Bill_Paterson_012009_1a |
Minimum Dst Value | | -37 |
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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