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 Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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