Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWMF-Box_test-run-Pl_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-Pl_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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