Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit287-02-20020507_142500_20020507_191000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/07 |
Start Time | | 2002/05/07 14:25 |
End Time | | 2002/05/07 19:08 |
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 | | -27.18 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.64 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit287-02-20020507_142500_20020507_191000-constBx0 |
Minimum Dst Value | | -15 |
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-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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