Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: yuhui_fu_120222_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 01, 2017 |
Start Time | | 2017/01/01 00:00 |
End Time | | 2017/01/01 02:00 |
Key Words | | ceshi |
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 | | -26.15 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.80 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 70.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | yuhui_fu_120222_2 |
Minimum Dst Value | | -11 |
SW Source | | DSCOVR-L2 |
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 Cluster-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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