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.
Satellite data B plot for Geotail for time period of this run.
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)
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