Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit367-05-20021114_133800_20021114_182300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/14 |
Start Time | | 2002/11/14 13:38 |
End Time | | 2002/11/14 18:21 |
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 | | 8.83 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.04 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit367-05-20021114_133800_20021114_182300-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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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