Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit292-06-20020520_064700_20020520_113200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/20 |
Start Time | | 2002/05/20 06:47 |
End Time | | 2002/05/20 11:30 |
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 | | -15.71 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.60 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 175.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit292-06-20020520_064700_20020520_113200-constBx0 |
Minimum Dst Value | | -16 |
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.
Model values plot for Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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