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 Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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