Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit295-06-20020527_095500_20020527_143900-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 | | 2002/05/27 |
Start Time | | 2002/05/27 09:55 |
End Time | | 2002/05/27 14:37 |
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 | | -24.74 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.65 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 191.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit295-06-20020527_095500_20020527_143900-constBx0 |
Minimum Dst Value | | -64 |
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-8 for time period of this run.
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)
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