Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit346-04-20020925_094100_20020925_142600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/25 |
Start Time | | 2002/09/25 09:41 |
End Time | | 2002/09/25 14:24 |
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 | | -3.03 |
Dipole Tilt, in Y-Z GSE plane, deg | | 33.19 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 154.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit346-04-20020925_094100_20020925_142600-constBx0 |
Minimum Dst Value | | -1 |
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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