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