Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit369-09-20021120_025300_20021120_073800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/20 |
Start Time | | 2002/11/20 02:53 |
End Time | | 2002/11/20 07:36 |
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 | | 29.41 |
Dipole Tilt, in Y-Z GSE plane, deg | | 8.60 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 155.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit369-09-20021120_025300_20021120_073800-constBx0 |
Minimum Dst Value | | -38 |
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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