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.
Satellite data B plot for Wind for time period of this run.
![](data: 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)
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