Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit274-01-20020406_113500_20020406_162000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/06 |
Start Time | | 2002/04/06 11:35 |
End Time | | 2002/04/06 16:18 |
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 | | -13.91 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.75 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 206.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit274-01-20020406_113500_20020406_162000-constBx0 |
Minimum Dst Value | | -3 |
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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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