Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit298-02-20020602_180700_20020602_225200-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 | | 2002/06/02 |
Start Time | | 2002/06/02 18:07 |
End Time | | 2002/06/02 22:50 |
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 | | -28.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | -17.48 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit298-02-20020602_180700_20020602_225200-constBx0 |
Minimum Dst Value | | -28 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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