Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: CHIH-PING_WANG_071515_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 04:00 |
End Time | | 2014/02/13 10:00 |
Key Words | | prolonged N IMF |
Model | | OpenGGCM |
Model Version | | 4.0 |
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 | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 163.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | CHIH-PING_WANG_071515_2 |
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.
Model values plot for Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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