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-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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