Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit317-09-20020719_091200_20020719_135700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/19 |
Start Time | | 2002/07/19 09:12 |
End Time | | 2002/07/19 13:55 |
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 | | -23.79 |
Dipole Tilt, in Y-Z GSE plane, deg | | 22.03 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 188.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit317-09-20020719_091200_20020719_135700-constBx0 |
Minimum Dst Value | | -10 |
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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