Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit283-10-20020429_160500_20020429_204900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/29 |
Start Time | | 2002/04/29 16:05 |
End Time | | 2002/04/29 20:47 |
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 | | -25.28 |
Dipole Tilt, in Y-Z GSE plane, deg | | -24.59 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 155.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit283-10-20020429_160500_20020429_204900-constBx0 |
Minimum Dst Value | | -28 |
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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