Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: JiaHui_Peng_042923_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | May 20, 2018 |
Start Time | | 2018/05/20 06:00 |
End Time | | 2018/05/21 06:00 |
Key Words | | 2018 |
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 | | 11.08 |
Dipole Tilt, in Y-Z GSE plane, deg | | 9.51 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 70.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | JiaHui_Peng_042923_4 |
Minimum Dst Value | | -6 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
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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.
![](data: 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