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 GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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