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 GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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