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