Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: ULFEVENT_SWMF_011422_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | May 27, 2017 |
Start Time | | 2017/05/27 00:00 |
End Time | | 2017/05/30 00:00 |
Key Words | | ULF |
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 | | 19.10 |
Dipole Tilt, in Y-Z GSE plane, deg | | 19.59 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 84.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | ULFEVENT_SWMF_011422_3 |
Minimum Dst Value | | -122 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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