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