Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWMF-01_2023-03-TP-01_080123_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 | | 2023/03/21 00:00 |
End Time | | 2023/03/28 00:00 |
Key Words | | Storm |
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 | | -3.03 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.50 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | SWMF-01_2023-03-TP-01_080123_2 |
Minimum Dst Value | | -163 |
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.
Diagnostic indices for this run.
Choose variable to plot:
![](data: image/png;base64,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)
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