Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit246-04-20020130_112200_20020130_160700-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 | | 2002/01/30 |
Start Time | | 2002/01/30 11:22 |
End Time | | 2002/01/30 16:05 |
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 | | 11.15 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.41 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 248.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit246-04-20020130_112200_20020130_160700-constBx0 |
Minimum Dst Value | | -1 |
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 Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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