Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit383-02-20021222_004600_20021222_053100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/22 |
Start Time | | 2002/12/22 00:46 |
End Time | | 2002/12/22 05:29 |
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 | | 32.32 |
Dipole Tilt, in Y-Z GSE plane, deg | | -6.30 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 166.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit383-02-20021222_004600_20021222_053100-constBx0 |
Minimum Dst Value | | -33 |
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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