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 Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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