Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWMF-01_2006-12-TP-01_080623_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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Cluster-1 | | | | - | Cluster-2 | | | | - | Cluster-3 | | | | - | Cluster-4 | | | | - | GOES-8 | | | | - | GOES-9 | | | | - | GOES-10 | | | | - | GOES-11 | | | | B plot | GOES-12 | | | | B plot | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | - | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | |
Start Time | | 2006/12/14 00:00 |
End Time | | 2006/12/17 00:00 |
Key Words | | Storm Ground Magnetic Perturbations |
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 | | -26.38 |
Dipole Tilt, in Y-Z GSE plane, deg | | 7.15 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | SWMF-01_2006-12-TP-01_080623_2 |
Minimum Dst Value | | -162 |
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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