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 THEMIS-A for time period of this run.
![](data: 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)
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