Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit298-11-20020604_130100_20020604_174600-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 13:01 |
End Time | | 2002/06/04 17:44 |
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 | | -31.46 |
Dipole Tilt, in Y-Z GSE plane, deg | | -1.12 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 174.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit298-11-20020604_130100_20020604_174600-constBx0 |
Minimum Dst Value | | -31 |
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-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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