Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Colin_Komar_042616_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | October 16, 2015 |
Start Time | | 2015/10/16 10:40 |
End Time | | 2015/10/16 13:40 |
Key Words | | MMS Event, High Resolution |
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 | | -10.03 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.54 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 108.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Colin_Komar_042616_2 |
Minimum Dst Value | | -12 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Cluster-4 for time period of this run.
![](data: 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)
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