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 Geotail for time period of this run.
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