Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit386-12-20021231_034500_20021231_082400-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 03:45 |
End Time | | 2002/12/31 08:22 |
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 | | 32.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | 1.31 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 111.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit386-12-20021231_034500_20021231_082400-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.
Data/Model comparison B plot for Polar for time period of this run.
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)
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