Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWMF-01_2005-05-TP-03_082323_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 | | | | - | GOES-12 | | | | - | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | B plot | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | |
Start Time | | 2005/05/28 00:00 |
End Time | | 2005/06/02 00:00 |
Key Words | | Storm neutral density |
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 | | 18.89 |
Dipole Tilt, in Y-Z GSE plane, deg | | 19.87 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | SWMF-01_2005-05-TP-03_082323_1 |
Minimum Dst Value | | -113 |
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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