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