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 Cluster-3 for time period of this run.
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)
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