Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWMF-Box_test-run-AWS_110923_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 | | 2023/04/24 00:00 |
End Time | | 2023/04/24 23:59 |
Key Words | | Storm low Mach number |
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 | | 10.95 |
Dipole Tilt, in Y-Z GSE plane, deg | | 28.99 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 0 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | SWMF-Box_test-run-AWS_110923_1 |
Minimum Dst Value | | -187 |
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.
Diagnostic indices for this run.
Choose variable to plot:
![](data: image/png;base64,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)
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