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