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