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.
Model values plot for Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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