Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_082321_1 | |
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 ring current |
Model | | SWMF |
Model Version | | v20180525 |
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 | | 149.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Pauline_Dredger_082321_1 |
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.
Satellite data B plot for Cluster-1 for time period of this run.
![](data: 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)
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