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