Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWMF-01_2005-09-TP-01_080623_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 | | 2005/09/08 00:00 |
End Time | | 2005/09/20 00:00 |
Key Words | | Storm Neutral Density |
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 | | 2.46 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.08 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | SWMF-01_2005-09-TP-01_080623_2 |
Minimum Dst Value | | -139 |
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 GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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