Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: yuhui_fu_122122_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 04, 2016 |
Start Time | | 2016/08/04 00:00 |
End Time | | 2016/08/04 02:00 |
Key Words | | 20160804 |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 14.44 |
Dipole Tilt, in Y-Z GSE plane, deg | | -6.66 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 78.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | yuhui_fu_122122_4 |
Minimum Dst Value | | -32 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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