Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWMF-01_2011-08-TP-01_060323_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 | | 2011/08/05 00:00 |
End Time | | 2011/08/09 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 | | 14.23 |
Dipole Tilt, in Y-Z GSE plane, deg | | -6.46 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | SWMF-01_2011-08-TP-01_060323_1 |
Minimum Dst Value | | -115 |
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-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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