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.
Satellite data B plot for Geotail for time period of this run.
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)
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