Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit285-10-20020504_102000_20020504_150500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/04 |
Start Time | | 2002/05/04 10:20 |
End Time | | 2002/05/04 15:03 |
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 | | -20.78 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.57 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 192.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit285-10-20020504_102000_20020504_150500-constBx0 |
Minimum Dst Value | | 4 |
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.
Data/Model comparison B plot for Geotail for time period of this run.
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)
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