Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit263-01-20020311_073700_20020311_122200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/11 |
Start Time | | 2002/03/11 07:37 |
End Time | | 2002/03/11 12:20 |
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 | | 6.24 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.03 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit263-01-20020311_073700_20020311_122200-constBx0 |
Minimum Dst Value | | -18 |
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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