Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit298-03-20020602_225300_20020603_033800-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 22:53 |
End Time | | 2002/06/03 03:36 |
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 | | -16.81 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.37 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit298-03-20020602_225300_20020603_033800-constBx0 |
Minimum Dst Value | | -37 |
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 GOES-10 for time period of this run.
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)
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