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-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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