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 GOES-10 for time period of this run.
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)
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