Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_101621_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 |
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 | | 149.00000 |
Conductance Model | | CTIM |
Corotation | | no |
Run Number | | Pauline_Dredger_101621_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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