Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit357-03-20021021_090700_20021021_135100-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 | | | | - | GOES-9 | | | | - | GOES-10 | | | | - | GOES-11 | | | | - | GOES-12 | | | | - | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | B plot | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/21 |
Start Time | | 2002/10/21 09:07 |
End Time | | 2002/10/21 13:49 |
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 | | 9.73 |
Dipole Tilt, in Y-Z GSE plane, deg | | 31.18 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit357-03-20021021_090700_20021021_135100-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 Polar for time period of this run.
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)
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