Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_110921_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 26, 2011 |
Start Time | | 2011/09/26 11:00 |
End Time | | 2011/09/26 23:00 |
Key Words | | storm magnetopause conductance |
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 | | -0.43 |
Dipole Tilt, in Y-Z GSE plane, deg | | -33.26 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 0.00000 |
Conductance Model | | constant |
Corotation | | no |
Run Number | | Pauline_Dredger_110921_2 |
Minimum Dst Value | | -100 |
SW Source | | OMNI |
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 THEMIS-B for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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