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 Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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