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 THEMIS-E for time period of this run.
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)
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