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.
Model values plot for Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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