Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit247-03-20020201_154300_20020201_202800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/01 |
Start Time | | 2002/02/01 15:43 |
End Time | | 2002/02/01 20:26 |
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 | | 8.12 |
Dipole Tilt, in Y-Z GSE plane, deg | | -20.91 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 238.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit247-03-20020201_154300_20020201_202800-constBx0 |
Minimum Dst Value | | -33 |
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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