Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit299-01-20020604_222900_20020605_031300-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 | | 2002/06/04 |
Start Time | | 2002/06/04 22:29 |
End Time | | 2002/06/05 03:11 |
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 | | -18.01 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.28 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 174.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit299-01-20020604_222900_20020605_031300-constBx0 |
Minimum Dst Value | | -15 |
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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