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