Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_101421_3 | |
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 07:00 |
End Time | | 2011/09/26 19:00 |
Key Words | | 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 | | -10.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.10 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 0.00000 |
Conductance Model | | constant |
Corotation | | no |
Run Number | | Pauline_Dredger_101421_3 |
Minimum Dst Value | | -89 |
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 Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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