Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit379-08-20021213_170200_20021213_214700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/13 |
Start Time | | 2002/12/13 17:02 |
End Time | | 2002/12/13 21:45 |
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 | | 15.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.82 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 161.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit379-08-20021213_170200_20021213_214700-constBx0 |
Minimum Dst Value | | -6 |
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.
Satellite data B plot for Polar for time period of this run.
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)
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