Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit256-03-20020223_013000_20020223_061500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/23 |
Start Time | | 2002/02/23 01:30 |
End Time | | 2002/02/23 06:13 |
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 | | 21.18 |
Dipole Tilt, in Y-Z GSE plane, deg | | -26.18 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 184.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit256-03-20020223_013000_20020223_061500-constBx0 |
Minimum Dst Value | | -10 |
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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