Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWMF-01_2006-12-TP-01_060323_1 | |
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 | | 2006/12/12 00:00 |
End Time | | 2006/12/17 00:00 |
Key Words | | Storm |
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 | | -26.24 |
Dipole Tilt, in Y-Z GSE plane, deg | | 6.26 |
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_060323_1 |
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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)
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