Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: CHIH-PING_WANG_071515_3 | |
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 14:00 |
Key Words | | prolonged N IMF |
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 | | 163.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | CHIH-PING_WANG_071515_3 |
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-D for time period of this run.
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)
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