Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: ilja_honkonen_021016_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 13, 2014 |
Start Time | | 2014/02/13 04:00 |
End Time | | 2014/02/13 16:00 |
Key Words | | Tail FG 12h |
Model | | GUMICS |
Model Version | | 4-HC-20140326 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -24.37 |
Dipole Tilt, in Y-Z GSE plane, deg | | 22.32 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 162.50000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | ilja_honkonen_021016_1 |
Minimum Dst Value | | -2 |
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.
Model values plot for THEMIS-A for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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