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.
Model values plot for Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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