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 GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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