Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: CHIH-PING_WANG_071515_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 | | 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 | | -24.37 |
Dipole Tilt, in Y-Z GSE plane, deg | | 22.32 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 163.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | CHIH-PING_WANG_071515_1 |
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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