Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWMF-01_2011-08-TP01_022723_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 | | 2011/08/08 00:00 |
Key Words | | SWMF-01_2011-08-TP01 |
Model | | SWMF |
Model Version | | v20211020 |
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-TP01_022723_1 |
Minimum Dst Value | | -115 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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