Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit280-06-20020421_175500_20020421_224000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/21 |
Start Time | | 2002/04/21 17:55 |
End Time | | 2002/04/21 22:38 |
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 | | -20.20 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.17 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 175.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit280-06-20020421_175500_20020421_224000-constBx0 |
Minimum Dst Value | | -41 |
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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