Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWMF-01_2021-11-TP-01_080423_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 | | 2021/11/02 00:00 |
End Time | | 2021/11/07 00:00 |
Key Words | | WAM-IPE Quickwin Global GIC Challenge |
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 | | -17.97 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.46 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | SWMF-01_2021-11-TP-01_080423_2 |
Minimum Dst Value | | -105 |
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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