Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit357-04-20021021_135200_20021021_183600-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 13:52 |
End Time | | 2002/10/21 18:34 |
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 | | 1.24 |
Dipole Tilt, in Y-Z GSE plane, deg | | 24.69 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit357-04-20021021_135200_20021021_183600-constBx0 |
Minimum Dst Value | | -21 |
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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