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.
Satellite data B plot for THEMIS-B for time period of this run.
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)
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