Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Colin_Komar_110813_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 14, 2007 |
Start Time | | 2007/06/14 03:00 |
End Time | | 2007/06/14 05:00 |
Key Words | | Dunlop et al 2011 |
Model | | SWMF |
Model Version | | v8.01 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 14.28 |
Dipole Tilt, in Y-Z GSE plane, deg | | 7.87 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 71.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Colin_Komar_110813_4 |
Minimum Dst Value | | -8 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Diagnostic indices for this run.
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![](data: 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)
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