Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_101521_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 | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
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 | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 149.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Pauline_Dredger_101521_2 |
Minimum Dst Value | | -100 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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