Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit298-08-20020603_224300_20020604_032800-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 22:43 |
End Time | | 2002/06/04 03:26 |
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 | | -17.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.27 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 175.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit298-08-20020603_224300_20020604_032800-constBx0 |
Minimum Dst Value | | -16 |
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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