Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit338-07-20020906_230100_20020907_034600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/06 |
Start Time | | 2002/09/06 23:01 |
End Time | | 2002/09/07 03:44 |
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 | | 0.01 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.35 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit338-07-20020906_230100_20020907_034600-constBx0 |
Minimum Dst Value | | -35 |
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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