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 THEMIS-E for time period of this run.
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)
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