Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit298-10-20020604_081500_20020604_130000-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 | | 2002/06/04 |
Start Time | | 2002/06/04 08:15 |
End Time | | 2002/06/04 12:58 |
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 | | -21.66 |
Dipole Tilt, in Y-Z GSE plane, deg | | 4.18 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 174.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit298-10-20020604_081500_20020604_130000-constBx0 |
Minimum Dst Value | | -29 |
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-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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