Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit246-09-20020131_111200_20020131_155700-constBx0 | |
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 | | | | B plot | GOES-9 | | | | - | GOES-10 | | | | B plot | GOES-11 | | | | - | GOES-12 | | | | - | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | - | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | 2002/01/31 |
Start Time | | 2002/01/31 11:12 |
End Time | | 2002/01/31 15:55 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 11.24 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.43 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 235.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit246-09-20020131_111200_20020131_155700-constBx0 |
Minimum Dst Value | | -5 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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