Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit296-06-20020529_185700_20020529_234100-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 | | 2002/05/29 |
Start Time | | 2002/05/29 18:57 |
End Time | | 2002/05/29 23:39 |
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 | | -26.38 |
Dipole Tilt, in Y-Z GSE plane, deg | | -19.79 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 189.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit296-06-20020529_185700_20020529_234100-constBx0 |
Minimum Dst Value | | -18 |
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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