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-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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