Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWMF-01_2019-08-TP-01_052923_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 | | 2019/08/04 00:00 |
End Time | | 2019/08/08 00:00 |
Key Words | | NZ ground magnetic
perturbations, dB/dt, of interest for
geomagnetically induced currents |
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 | | 14.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | -6.61 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | SWMF-01_2019-08-TP-01_052923_1 |
Minimum Dst Value | | -53 |
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-B for time period of this run.
![](data: 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)
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