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 GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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