Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit387-01-20021231_082400_20021231_130800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/31 |
Start Time | | 2002/12/31 08:24 |
End Time | | 2002/12/31 13:06 |
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 | | 23.16 |
Dipole Tilt, in Y-Z GSE plane, deg | | 7.11 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 111.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit387-01-20021231_082400_20021231_130800-constBx0 |
Minimum Dst Value | | -26 |
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 Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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