Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWMF-02_2023-04-TP-01_080223_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 | | 2023/04/22 00:00 |
End Time | | 2023/04/27 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 | | 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_080223_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-C for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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