Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit282-12-20020427_163300_20020427_211700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/27 |
Start Time | | 2002/04/27 16:33 |
End Time | | 2002/04/27 21:15 |
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 | | -24.31 |
Dipole Tilt, in Y-Z GSE plane, deg | | -25.72 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 159.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit282-12-20020427_163300_20020427_211700-constBx0 |
Minimum Dst Value | | -10 |
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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