Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit246-10-20020131_155800_20020131_204300-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 15:58 |
End Time | | 2002/01/31 20:41 |
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 | | 8.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | -21.03 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 235.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit246-10-20020131_155800_20020131_204300-constBx0 |
Minimum Dst Value | | -6 |
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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