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.
Satellite data B plot for GOES-10 for time period of this run.
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)
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