Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit298-04-20020603_033900_20020603_082400-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 | | 2002/06/03 |
Start Time | | 2002/06/03 03:39 |
End Time | | 2002/06/03 08:22 |
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 | | -13.04 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.56 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 175.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit298-04-20020603_033900_20020603_082400-constBx0 |
Minimum Dst Value | | -23 |
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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)
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