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-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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