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-C for time period of this run.
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)
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