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-10 for time period of this run.
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)
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