Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_071122_4 | |
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 |
Model | | OpenGGCM |
Model Version | | 5.0 |
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 | | 149.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Pauline_Dredger_071122_4 |
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 Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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