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-4 for time period of this run.
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)
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