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 Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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