Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit251-06-20020211_182000_20020211_230500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/11 |
Start Time | | 2002/02/11 18:20 |
End Time | | 2002/02/11 23:03 |
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 | | 9.17 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.89 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 196.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit251-06-20020211_182000_20020211_230500-constBx0 |
Minimum Dst Value | | -22 |
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: 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