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 Wind for time period of this run.
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)
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