Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Qinghe_Zhang_062918_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 07, 2017 |
Start Time | | 2017/09/07 15:40 |
End Time | | 2017/09/07 17:00 |
Key Words | | zqh |
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 | | 16.47 |
Dipole Tilt, in Y-Z GSE plane, deg | | -25.68 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 130.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Qinghe_Zhang_062918_1 |
Minimum Dst Value | | -11 |
SW Source | | DSCOVR-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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