Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWMF-01_2001-08-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 | | 2001/08/31 00:00 |
End Time | | 2001/09/02 00:00 |
Key Words | | SWMF-01_2001-08-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 | | 5.45 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.95 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | SWMF-01_2001-08-TP01_022723_1 |
Minimum Dst Value | | -40 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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