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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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