Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit338-10-20020907_131900_20020907_180400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/07 |
Start Time | | 2002/09/07 13:19 |
End Time | | 2002/09/07 18:02 |
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 | | -17.04 |
Dipole Tilt, in Y-Z GSE plane, deg | | 27.46 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 185.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit338-10-20020907_131900_20020907_180400-constBx0 |
Minimum Dst Value | | -79 |
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.
Satellite data B plot for Polar for time period of this run.
![](data: 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)
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