Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_101321_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 07:00 |
End Time | | 2011/09/26 19:00 |
Key Words | | magnetopause conductance |
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 | | -10.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.10 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 0.00000 |
Conductance Model | | constant |
Corotation | | real |
Run Number | | Pauline_Dredger_101321_2 |
Minimum Dst Value | | -89 |
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-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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