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 GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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