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-E for time period of this run.
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)
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