Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWMF-01_2017-09-TP-03_090423_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | |
Start Time | | 2017/09/04 00:00 |
End Time | | 2017/09/18 00:00 |
Key Words | | Storm Surface charging Ground Magnetic Perturbations GICs |
Model | | SWMF |
Model Version | | v20230424 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 4.35 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.25 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | SWMF-01_2017-09-TP-03_090423_1 |
Minimum Dst Value | | -122 |
SW Source | | WIND |
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 THEMIS-C for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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