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 GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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