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