Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit298-01-20020602_132100_20020602_180600-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 13:21 |
End Time | | 2002/06/02 18:04 |
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 | | -31.47 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.38 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit298-01-20020602_132100_20020602_180600-constBx0 |
Minimum Dst Value | | -26 |
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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