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 THEMIS-E for time period of this run.
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)
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