Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit282-12-20020427_163300_20020427_211700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/27 |
Start Time | | 2002/04/27 16:33 |
End Time | | 2002/04/27 21:15 |
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 | | -24.31 |
Dipole Tilt, in Y-Z GSE plane, deg | | -25.72 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 159.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit282-12-20020427_163300_20020427_211700-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-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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