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.
Satellite data B plot for GOES-10 for time period of this run.
![](data: 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)
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