Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit293-08-20020523_011700_20020523_060100-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 | | 2002/05/23 |
Start Time | | 2002/05/23 01:17 |
End Time | | 2002/05/23 05:59 |
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 | | -11.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.32 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 184.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit293-08-20020523_011700_20020523_060100-constBx0 |
Minimum Dst Value | | -1 |
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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