Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit246-07-20020131_014000_20020131_062500-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 01:40 |
End Time | | 2002/01/31 06:23 |
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 | | 28.37 |
Dipole Tilt, in Y-Z GSE plane, deg | | -20.79 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 235.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit246-07-20020131_014000_20020131_062500-constBx0 |
Minimum Dst Value | | -11 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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