Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit278-05-20020416_185700_20020416_234100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/16 |
Start Time | | 2002/04/16 18:57 |
End Time | | 2002/04/16 23:39 |
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 | | -16.13 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.11 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 197.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit278-05-20020416_185700_20020416_234100-constBx0 |
Minimum Dst Value | | -8 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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