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