Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit281-01-20020423_031200_20020423_075700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/23 |
Start Time | | 2002/04/23 03:12 |
End Time | | 2002/04/23 07:55 |
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 | | -3.04 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.96 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 177.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit281-01-20020423_031200_20020423_075700-constBx0 |
Minimum Dst Value | | -26 |
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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