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.
Satellite data B plot for THEMIS-C for time period of this run.
![](data: 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)
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