Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWMF-01_2000-11-TP-01_081123_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 | | 2000/11/03 00:00 |
End Time | | 2000/11/09 00:00 |
Key Words | | Global GIC Modeling Challenge |
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 | | -19.01 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.98 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | SWMF-01_2000-11-TP-01_081123_2 |
Minimum Dst Value | | -159 |
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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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