Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: QINGHE_ZHANG_100920_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 10, 2015 |
Start Time | | 2015/04/10 09:00 |
End Time | | 2015/04/10 13:00 |
Key Words | | magnetic reconnection |
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 | | 3.37 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.59 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 115.50000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | QINGHE_ZHANG_100920_1 |
Minimum Dst Value | | 8 |
SW Source | | ACE-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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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