Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: CHIH-PING_WANG_030816_2 | |
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 00:00 |
End Time | | 2014/02/15 00:00 |
Key Words | | prolonged N IMF |
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 | | -17.73 |
Dipole Tilt, in Y-Z GSE plane, deg | | 29.19 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 162.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | CHIH-PING_WANG_030816_2 |
Minimum Dst Value | | -2 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Geotail for time period of this run.
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)
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