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 THEMIS-A for time period of this run.
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)
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