Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWMF-02_2023-04-TP-01_110623_2 | |
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 | | 2023/04/22 00:00 |
End Time | | 2023/04/27 00:00 |
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 | | 10.26 |
Dipole Tilt, in Y-Z GSE plane, deg | | 29.38 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | SWMF-02_2023-04-TP-01_110623_2 |
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.
Satellite data B plot for THEMIS-B for time period of this run.
![](data: 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)
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