Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Nigang_Liu_122222_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 03, 2015 |
Start Time | | 2015/11/03 00:00 |
End Time | | 2015/11/03 03:00 |
Key Words | | 1 |
Model | | OpenGGCM |
Model Version | | 5.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -18.42 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.87 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 122.20000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Nigang_Liu_122222_1 |
Minimum Dst Value | | 7 |
SW Source | | OMNI |
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-B for time period of this run.
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)
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