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 GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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