Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit369-10-20021120_073900_20021120_122400-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 07:39 |
End Time | | 2002/11/20 12:22 |
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 | | 22.63 |
Dipole Tilt, in Y-Z GSE plane, deg | | 23.93 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 155.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit369-10-20021120_073900_20021120_122400-constBx0 |
Minimum Dst Value | | -29 |
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 GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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